Record of Testing of Omnisode

Time	Language	Ode File	Equation	Start	End	Actual End	H	Digits	Correct Digits	Terms	1st Relative Error Percent	Last Relative Error Percent	Iterations	Pole	Radius	Order	Execution Time	Time to Complete	Last Save	diffeq program	diffeq results	Comment
2012-09-02T21:08:22-05:00	c	add_c_lin	diff ( y , x , 1 ) = 0.3 + (0.1 * x + 0.2) ;	0.1	5	0.101	1e-05	16	14	30	1.3739e-14	3.80884e-13	100	No Pole	NA	NA	4 Seconds	5 Hours 23 Minutes 21 Seconds	127	add_c_lin diffeq.c	add_c_lin c results	c c++ Maple and Maxima
2012-09-02T21:08:25-05:00	c++	add_c_lin	diff ( y , x , 1 ) = 0.3 + (0.1 * x + 0.2) ;	0.1	5	0.101	1e-05	16	14	30	1.3739e-14	3.80884e-13	100	No Pole	NA	NA	4 Seconds	5 Hours 23 Minutes 21 Seconds	127	add_c_lin diffeq.cpp	add_c_lin c++ results	c c++ Maple and Maxima
2012-09-02T21:08:26-05:00	Maple	add_c_lin	diff ( y , x , 1 ) = 0.3 + (0.1 * x + 0.2) ;	0.1	5	0.101	1e-05	32	32	30	0	0	100	No Pole	NA	NA	0 Seconds	23 Minutes 46 Seconds	127	add_c_lin diffeq.mxt	add_c_lin maple results	c c++ Maple and Maxima
2012-09-02T21:08:30-05:00	Maxima	add_c_lin	diff ( y , x , 1 ) = 0.3 + (0.1 * x + 0.2) ;	0.1	5.	0.10099999999999962	1.00000E-5	16	15	30	1.373899646415961700000000000000E-14	3.8088382448047620000000000000E-13	100	No Pole	NA	NA	15 Seconds	21 Hours 12 Minutes 56 Seconds	127	add_c_lin diffeq.max	add_c_lin maxima results	c c++ Maple and Maxima
2012-09-02T21:08:50-05:00	c	add_c_sin	diff ( y , x , 1 ) = 1.0 + sin(x);	0.1	5	0.101	1e-05	16	15	30	0	2.00746e-14	100	No Pole	NA	NA	4 Seconds	5 Hours 23 Minutes 21 Seconds	127	add_c_sin diffeq.c	add_c_sin c results	c c++ Maple and Maxima
2012-09-02T21:08:51-05:00	c++	add_c_sin	diff ( y , x , 1 ) = 1.0 + sin(x);	0.1	5	0.101	1e-05	16	15	30	0	2.00746e-14	100	No Pole	NA	NA	4 Seconds	5 Hours 23 Minutes 21 Seconds	127	add_c_sin diffeq.cpp	add_c_sin c++ results	c c++ Maple and Maxima
2012-09-02T21:08:52-05:00	Maple	add_c_sin	diff ( y , x , 1 ) = 1.0 + sin(x);	0.1	5	0.101	1e-05	32	29	30	0	4.88203e-28	100	No Pole	NA	NA	0 Seconds	46 Minutes 9 Seconds	127	add_c_sin diffeq.mxt	add_c_sin maple results	c c++ Maple and Maxima
2012-09-02T21:08:54-05:00	Maxima	add_c_sin	diff ( y , x , 1 ) = 1.0 + sin(x);	0.1	5.	0.10099999999999962	1.00000E-5	16	16	30	2.00944101224171500000000000000E-14	4.014924051377776000000000000000E-14	100	No Pole	NA	NA	16 Seconds	21 Hours 54 Minutes 40 Seconds	127	add_c_sin diffeq.max	add_c_sin maxima results	c c++ Maple and Maxima
2012-09-02T21:09:14-05:00	c	add_full_lin	diff ( y , x , 1 ) = sin(0.3 * x + 0.1) + (0.1 * x + 0.2) ;	0.1	5	0.101	1e-05	16	15	30	1.35199e-14	1.35213e-14	100	No Pole	NA	NA	4 Seconds	5 Hours 23 Minutes 21 Seconds	127	add_full_lin diffeq.c	add_full_lin c results	c c++ Maple and Maxima
2012-09-02T21:09:15-05:00	c++	add_full_lin	diff ( y , x , 1 ) = sin(0.3 * x + 0.1) + (0.1 * x + 0.2) ;	0.1	5	0.101	1e-05	16	15	30	1.35199e-14	1.35213e-14	100	No Pole	NA	NA	4 Seconds	4 Hours 2 Minutes 31 Seconds	127	add_full_lin diffeq.cpp	add_full_lin c++ results	c c++ Maple and Maxima
2012-09-02T21:09:16-05:00	Maple	add_full_lin	diff ( y , x , 1 ) = sin(0.3 * x + 0.1) + (0.1 * x + 0.2) ;	0.1	5	0.101	1e-05	32	31	30	0	6.08945e-30	100	No Pole	NA	NA	0 Seconds	44 Minutes 56 Seconds	127	add_full_lin diffeq.mxt	add_full_lin maple results	c c++ Maple and Maxima
2012-09-02T21:09:17-05:00	Maxima	add_full_lin	diff ( y , x , 1 ) = sin(0.3 * x + 0.1) + (0.1 * x + 0.2) ;	0.1	5.	0.10099999999999962	1.00000E-5	16	16	30	1.351992010248451700000000000000E-14	0.0	100	No Pole	NA	NA	16 Seconds	21 Hours 46 Minutes 23 Seconds	127	add_full_lin diffeq.max	add_full_lin maxima results	c c++ Maple and Maxima
2012-09-02T21:09:38-05:00	c	add_lin_c	diff ( y , x , 1 ) = (0.1 * x + 0.2) + 0.3 ;	0.1	5	0.101	1e-05	16	14	30	1.3739e-14	3.80884e-13	100	No Pole	NA	NA	4 Seconds	5 Hours 23 Minutes 21 Seconds	127	add_lin_c diffeq.c	add_lin_c c results	c c++ Maple and Maxima
2012-09-02T21:09:39-05:00	c++	add_lin_c	diff ( y , x , 1 ) = (0.1 * x + 0.2) + 0.3 ;	0.1	5	0.101	1e-05	16	14	30	1.3739e-14	3.80884e-13	100	No Pole	NA	NA	4 Seconds	5 Hours 23 Minutes 21 Seconds	127	add_lin_c diffeq.cpp	add_lin_c c++ results	c c++ Maple and Maxima
2012-09-02T21:09:40-05:00	Maple	add_lin_c	diff ( y , x , 1 ) = (0.1 * x + 0.2) + 0.3 ;	0.1	5	0.101	1e-05	32	32	30	0	0	100	No Pole	NA	NA	0 Seconds	25 Minutes 42 Seconds	127	add_lin_c diffeq.mxt	add_lin_c maple results	c c++ Maple and Maxima
2012-09-02T21:09:41-05:00	Maxima	add_lin_c	diff ( y , x , 1 ) = (0.1 * x + 0.2) + 0.3 ;	0.1	5.	0.10099999999999962	1.00000E-5	16	15	30	1.373899646415961700000000000000E-14	3.8088382448047620000000000000E-13	100	No Pole	NA	NA	15 Seconds	20 Hours 40 Minutes 5 Seconds	127	add_lin_c diffeq.max	add_lin_c maxima results	c c++ Maple and Maxima
2012-09-02T21:10:02-05:00	c	add_lin_full	diff ( y , x , 1 ) = (0.1 * x + 0.2) + sin(0.3 * x + 0.1) ;	0.1	5	0.101	1e-05	16	15	30	1.35199e-14	1.35213e-14	100	No Pole	NA	NA	4 Seconds	5 Hours 23 Minutes 21 Seconds	127	add_lin_full diffeq.c	add_lin_full c results	c c++ Maple and Maxima
2012-09-02T21:10:03-05:00	c++	add_lin_full	diff ( y , x , 1 ) = (0.1 * x + 0.2) + sin(0.3 * x + 0.1) ;	0.1	5	0.101	1e-05	16	15	30	1.35199e-14	1.35213e-14	100	No Pole	NA	NA	4 Seconds	5 Hours 23 Minutes 21 Seconds	127	add_lin_full diffeq.cpp	add_lin_full c++ results	c c++ Maple and Maxima
2012-09-02T21:10:04-05:00	Maple	add_lin_full	diff ( y , x , 1 ) = (0.1 * x + 0.2) + sin(0.3 * x + 0.1) ;	0.1	5	0.101	1e-05	32	31	30	0	6.08945e-30	100	No Pole	NA	NA	0 Seconds	43 Minutes 39 Seconds	127	add_lin_full diffeq.mxt	add_lin_full maple results	c c++ Maple and Maxima
2012-09-02T21:10:05-05:00	Maxima	add_lin_full	diff ( y , x , 1 ) = (0.1 * x + 0.2) + sin(0.3 * x + 0.1) ;	0.1	5.	0.10099999999999962	1.00000E-5	16	16	30	1.351992010248451700000000000000E-14	0.0	100	No Pole	NA	NA	37 Seconds	2 Days 1 Hours 59 Minutes 8 Seconds	127	add_lin_full diffeq.max	add_lin_full maxima results	c c++ Maple and Maxima
2012-09-02T21:10:49-05:00	c	add_lin_lin	diff ( y , x , 1 ) = (0.1 * x + 0.2) + (0.3 * x + 0.1) ;	0.1	5	0.101	1e-05	16	14	30	0	4.07663e-13	100	No Pole	NA	NA	9 Seconds	12 Hours 7 Minutes 34 Seconds	127	add_lin_lin diffeq.c	add_lin_lin c results	c c++ Maple and Maxima
2012-09-02T21:10:51-05:00	c++	add_lin_lin	diff ( y , x , 1 ) = (0.1 * x + 0.2) + (0.3 * x + 0.1) ;	0.1	5	0.101	1e-05	16	14	30	0	4.07663e-13	100	No Pole	NA	NA	9 Seconds	12 Hours 7 Minutes 34 Seconds	127	add_lin_lin diffeq.cpp	add_lin_lin c++ results	c c++ Maple and Maxima
2012-09-02T21:10:53-05:00	Maple	add_lin_lin	diff ( y , x , 1 ) = (0.1 * x + 0.2) + (0.3 * x + 0.1) ;	0.1	5	0.101	1e-05	32	32	30	0	0	100	No Pole	NA	NA	0 Seconds	56 Minutes 59 Seconds	127	add_lin_lin diffeq.mxt	add_lin_lin maple results	c c++ Maple and Maxima
2012-09-02T21:10:56-05:00	Maxima	add_lin_lin	diff ( y , x , 1 ) = (0.1 * x + 0.2) + (0.3 * x + 0.1) ;	0.1	5.	0.10099999999999962	1.00000E-5	16	15	30	2.168173975131042800000000000000E-14	4.07662859766599700000000000000E-13	100	No Pole	NA	NA	37 Seconds	2 Days 2 Hours 53 Minutes 5 Seconds	127	add_lin_lin diffeq.max	add_lin_lin maxima results	c c++ Maple and Maxima
2012-09-02T21:11:41-05:00	c	add	diff ( y , x , 1 ) = sin ( x ) + sin ( x ) ;	0.1	10	0.101	1e-05	16	14	30	1.04149e-13	5.44636e-13	100	No Pole	NA	NA	14 Seconds	1 Days 14 Hours 6 Minutes 53 Seconds	127	add diffeq.c	add c results	c c++ Maple and Maxima
2012-09-02T21:11:43-05:00	c++	add	diff ( y , x , 1 ) = sin ( x ) + sin ( x ) ;	0.1	10	0.101	1e-05	16	14	30	1.04149e-13	5.44636e-13	100	No Pole	NA	NA	10 Seconds	1 Days 3 Hours 13 Minutes 29 Seconds	127	add diffeq.cpp	add c++ results	c c++ Maple and Maxima
2012-09-02T21:11:45-05:00	Maple	add	diff ( y , x , 1 ) = sin ( x ) + sin ( x ) ;	0.1	10	0.101	1e-05	32	27	30	1.63904e-27	9.50617e-26	100	No Pole	NA	NA	1 Seconds	4 Hours 9 Minutes 35 Seconds	127	add diffeq.mxt	add maple results	c c++ Maple and Maxima
2012-09-02T21:11:48-05:00	Maxima	add	diff ( y , x , 1 ) = sin ( x ) + sin ( x ) ;	0.1	10.	0.10099999999999962	1.00000E-5	16	15	30	9.199861420064149000000000000E-13	3.74437560384469240000000000000E-13	100	No Pole	NA	NA	41 Seconds	4 Days 17 Hours 32 Minutes 10 Seconds	127	add diffeq.max	add maxima results	c c++ Maple and Maxima
2012-09-02T21:12:37-05:00	c	add_sin_c	diff ( y , x , 1 ) = sin(x) + 1,0;	0.1	5	0.101	1e-05	16	15	30	0	2.00746e-14	100	No Pole	NA	NA	11 Seconds	13 Hours 28 Minutes 24 Seconds	127	add_sin_c diffeq.c	add_sin_c c results	c c++ Maple and Maxima
2012-09-02T21:12:38-05:00	c++	add_sin_c	diff ( y , x , 1 ) = sin(x) + 1,0;	0.1	5	0.101	1e-05	16	15	30	0	2.00746e-14	100	No Pole	NA	NA	12 Seconds	16 Hours 10 Minutes 5 Seconds	127	add_sin_c diffeq.cpp	add_sin_c c++ results	c c++ Maple and Maxima
2012-09-02T21:12:41-05:00	Maple	add_sin_c	diff ( y , x , 1 ) = sin(x) + 1,0;	0.1	5	0.101	1e-05	32	29	30	0	4.88203e-28	100	No Pole	NA	NA	1 Seconds	2 Hours 4 Minutes 10 Seconds	127	add_sin_c diffeq.mxt	add_sin_c maple results	c c++ Maple and Maxima
2012-09-02T21:12:44-05:00	Maxima	add_sin_c	diff ( y , x , 1 ) = sin(x) + 1,0;	0.1	5.	0.10099999999999962	1.00000E-5	16	16	30	2.00944101224171500000000000000E-14	4.014924051377776000000000000000E-14	100	No Pole	NA	NA	47 Seconds	2 Days 16 Hours 27 Minutes 28 Seconds	127	add_sin_c diffeq.max	add_sin_c maxima results	c c++ Maple and Maxima
2012-09-02T21:13:38-05:00	c	add_sub_sin_c_cos_c_tan_c	diff ( y , x , 1 ) = sin(0.1) + cos(0.05) - tan(0.02);	0.1	5	0.101	1e-05	16	14	30	1.28654e-14	6.49705e-13	100	No Pole	NA	NA	9 Seconds	12 Hours 7 Minutes 34 Seconds	127	add_sub_sin_c_cos_c_tan_c diffeq.c	add_sub_sin_c_cos_c_tan_c c results	c c++ Maple and Maxima
2012-09-02T21:13:40-05:00	c++	add_sub_sin_c_cos_c_tan_c	diff ( y , x , 1 ) = sin(0.1) + cos(0.05) - tan(0.02);	0.1	5	0.101	1e-05	16	14	30	1.28654e-14	6.49705e-13	100	No Pole	NA	NA	10 Seconds	12 Hours 7 Minutes 34 Seconds	127	add_sub_sin_c_cos_c_tan_c diffeq.cpp	add_sub_sin_c_cos_c_tan_c c++ results	c c++ Maple and Maxima
2012-09-02T21:13:43-05:00	Maple	add_sub_sin_c_cos_c_tan_c	diff ( y , x , 1 ) = sin(0.1) + cos(0.05) - tan(0.02);	0.1	5	0.101	1e-05	32	29	30	0	2.84569e-28	100	No Pole	NA	NA	0 Seconds	1 Hours 11 Minutes 52 Seconds	127	add_sub_sin_c_cos_c_tan_c diffeq.mxt	add_sub_sin_c_cos_c_tan_c maple results	c c++ Maple and Maxima
2012-09-02T21:13:46-05:00	Maxima	add_sub_sin_c_cos_c_tan_c	diff ( y , x , 1 ) = sin(0.1) + cos(0.05) - tan(0.02);	0.1	5.	0.10099999999999962	1.00000E-5	16	15	30	1.286542229077594600000000000000E-14	6.4970509948837500000000000000E-13	100	No Pole	NA	NA	37 Seconds	2 Days 1 Hours 58 Minutes 6 Seconds	127	add_sub_sin_c_cos_c_tan_c diffeq.max	add_sub_sin_c_cos_c_tan_c maxima results	c c++ Maple and Maxima
2012-09-02T21:14:29-05:00	c	arccos_sqrt	diff ( y , x , 1 ) = arccos(sqrt(0.1 * x + 0.2));	0.1	0.5	0.101	1e-05	16	15	30	1.68048e-14	3.35957e-14	100	No Pole	NA	NA	17 Seconds	1 Hours 51 Minutes 55 Seconds	127	arccos_sqrt diffeq.c	arccos_sqrt c results	c c++ Maple and Maxima
2012-09-02T21:14:31-05:00	c++	arccos_sqrt	diff ( y , x , 1 ) = arccos(sqrt(0.1 * x + 0.2));	0.1	0.5	0.101	1e-05	16	15	30	1.68048e-14	3.35957e-14	100	No Pole	NA	NA	21 Seconds	2 Hours 18 Minutes 15 Seconds	127	arccos_sqrt diffeq.cpp	arccos_sqrt c++ results	c c++ Maple and Maxima
2012-09-02T21:14:33-05:00	Maple	arccos_sqrt	diff ( y , x , 1 ) = arccos(sqrt(0.1 * x + 0.2));	0.1	0.5	0.101	1e-05	32	31	30	0	7.56509e-30	100	No Pole	NA	NA	7 Seconds	46 Minutes 47 Seconds	127	arccos_sqrt diffeq.mxt	arccos_sqrt maple results	c c++ Maple and Maxima
2012-09-02T21:14:43-05:00	Maxima	arccos_sqrt	diff ( y , x , 1 ) = arccos(sqrt(0.1 * x + 0.2));	0.1	0.5	0.10040999999999985	1.00000E-5	16	16	30	1.680475545461399300000000000000E-14	1.680197130932086200000000000000E-14	41	No Pole	NA	NA	1 Minutes 1 Seconds	16 Hours 15 Minutes 14 Seconds	127	arccos_sqrt diffeq.max	arccos_sqrt maxima results	c c++ Maple and Maxima
2012-09-02T21:15:51-05:00	c	arcsin_c_arccos_c_arctan_c	diff ( y , x , 1 ) = arcsin(0.1) + arccos(0.1) + arctan(0.1);	0.1	5	0.101	1e-05	16	14	30	1.66138e-14	6.25137e-13	100	No Pole	NA	NA	9 Seconds	12 Hours 7 Minutes 34 Seconds	127	arcsin_c_arccos_c_arctan_c diffeq.c	arcsin_c_arccos_c_arctan_c c results	c c++ Maple and Maxima
2012-09-02T21:15:53-05:00	c++	arcsin_c_arccos_c_arctan_c	diff ( y , x , 1 ) = arcsin(0.1) + arccos(0.1) + arctan(0.1);	0.1	5	0.101	1e-05	16	14	30	1.66138e-14	6.25137e-13	100	No Pole	NA	NA	9 Seconds	12 Hours 7 Minutes 34 Seconds	127	arcsin_c_arccos_c_arctan_c diffeq.cpp	arcsin_c_arccos_c_arctan_c c++ results	c c++ Maple and Maxima
2012-09-02T21:15:55-05:00	Maple	arcsin_c_arccos_c_arctan_c	diff ( y , x , 1 ) = arcsin(0.1) + arccos(0.1) + arctan(0.1);	0.1	5	0.101	1e-05	32	29	30	0	2.84500e-28	100	No Pole	NA	NA	0 Seconds	1 Hours 2 Minutes 29 Seconds	127	arcsin_c_arccos_c_arctan_c diffeq.mxt	arcsin_c_arccos_c_arctan_c maple results	c c++ Maple and Maxima
2012-09-02T21:15:58-05:00	Maxima	arcsin_c_arccos_c_arctan_c	diff ( y , x , 1 ) = arcsin(0.1) + arccos(0.1) + arctan(0.1);	0.1	5.	0.10099999999999962	1.00000E-5	16	15	30	0.0	6.2513682988100260000000000000E-13	100	No Pole	NA	NA	44 Seconds	2 Days 12 Hours 17 Minutes 45 Seconds	127	arcsin_c_arccos_c_arctan_c diffeq.max	arcsin_c_arccos_c_arctan_c maxima results	c c++ Maple and Maxima
2012-09-02T21:16:49-05:00	c	arcsin_sqrt	diff ( y , x , 1 ) = arcsin(sqrt(0.1 * x + 0.2));	0.1	0.5	0.101	1e-05	16	14	30	3.38458e-14	1.01464e-13	100	No Pole	NA	NA	16 Seconds	1 Hours 45 Minutes 20 Seconds	127	arcsin_sqrt diffeq.c	arcsin_sqrt c results	c c++ Maple and Maxima
2012-09-02T21:16:51-05:00	c++	arcsin_sqrt	diff ( y , x , 1 ) = arcsin(sqrt(0.1 * x + 0.2));	0.1	0.5	0.101	1e-05	16	14	30	3.38458e-14	1.01464e-13	100	No Pole	NA	NA	18 Seconds	1 Hours 58 Minutes 30 Seconds	127	arcsin_sqrt diffeq.cpp	arcsin_sqrt c++ results	c c++ Maple and Maxima
2012-09-02T21:16:53-05:00	Maple	arcsin_sqrt	diff ( y , x , 1 ) = arcsin(sqrt(0.1 * x + 0.2));	0.1	0.5	0.101	1e-05	32	30	30	1.37185e-29	1.98014e-29	100	No Pole	NA	NA	6 Seconds	45 Minutes 2 Seconds	127	arcsin_sqrt diffeq.mxt	arcsin_sqrt maple results	c c++ Maple and Maxima
2012-09-02T21:17:03-05:00	Maxima	arcsin_sqrt	diff ( y , x , 1 ) = arcsin(sqrt(0.1 * x + 0.2));	0.1	0.5	0.10040999999999985	1.00000E-5	16	15	30	3.38457929558598550000000000000E-14	1.18425901154845830000000000000E-13	41	No Pole	NA	NA	1 Minutes 1 Seconds	16 Hours 14 Minutes 30 Seconds	127	arcsin_sqrt diffeq.max	arcsin_sqrt maxima results	c c++ Maple and Maxima
2012-09-02T21:18:11-05:00	c	arctan_sqrt	diff ( y , x , 1 ) = arctan(sqrt(0.1 * x + 0.2));	0.1	0.5	0.101	1e-05	16	15	30	3.59998e-14	8.99374e-14	100	No Pole	NA	NA	22 Seconds	2 Hours 24 Minutes 50 Seconds	127	arctan_sqrt diffeq.c	arctan_sqrt c results	c c++ Maple and Maxima
2012-09-02T21:18:12-05:00	c++	arctan_sqrt	diff ( y , x , 1 ) = arctan(sqrt(0.1 * x + 0.2));	0.1	0.5	0.101	1e-05	16	15	30	3.59998e-14	8.99374e-14	100	No Pole	NA	NA	22 Seconds	2 Hours 24 Minutes 50 Seconds	127	arctan_sqrt diffeq.cpp	arctan_sqrt c++ results	c c++ Maple and Maxima
2012-09-02T21:18:15-05:00	Maple	arctan_sqrt	diff ( y , x , 1 ) = arctan(sqrt(0.1 * x + 0.2));	0.1	0.5	0.101	1e-05	32	30	30	1.78341e-29	3.72639e-29	100	No Pole	NA	NA	12 Seconds	1 Hours 22 Minutes 14 Seconds	127	arctan_sqrt diffeq.mxt	arctan_sqrt maple results	c c++ Maple and Maxima
2012-09-02T21:18:30-05:00	Maxima	arctan_sqrt	diff ( y , x , 1 ) = arctan(sqrt(0.1 * x + 0.2));	0.1	0.5	0.10023999999999991	1.00000E-5	16	16	30	5.39996503940743400000000000000E-14	7.19879986938573800000000000000E-14	24	No Pole	NA	NA	1 Minutes 2 Seconds	1 Days 3 Hours 52 Minutes 35 Seconds	127	arctan_sqrt diffeq.max	arctan_sqrt maxima results	c c++ Maple and Maxima
2012-09-02T21:19:39-05:00	c	cosh_sqrt	diff ( y , x , 1 ) = cosh(sqrt(0.1 * x + 0.2));	0.1	5	0.101	1e-05	16	15	30	0	5.99198e-14	100	No Pole	NA	NA	17 Seconds	21 Hours 33 Minutes 27 Seconds	127	cosh_sqrt diffeq.c	cosh_sqrt c results	c c++ Maple and Maxima
2012-09-02T21:19:41-05:00	c++	cosh_sqrt	diff ( y , x , 1 ) = cosh(sqrt(0.1 * x + 0.2));	0.1	5	0.101	1e-05	16	15	30	0	5.99198e-14	100	No Pole	NA	NA	17 Seconds	22 Hours 54 Minutes 18 Seconds	127	cosh_sqrt diffeq.cpp	cosh_sqrt c++ results	c c++ Maple and Maxima
2012-09-02T21:19:43-05:00	Maple	cosh_sqrt	diff ( y , x , 1 ) = cosh(sqrt(0.1 * x + 0.2));	0.1	5	0.101	1e-05	32	31	30	5.62163e-30	5.62197e-30	100	No Pole	NA	NA	6 Seconds	8 Hours 39 Minutes 48 Seconds	127	cosh_sqrt diffeq.mxt	cosh_sqrt maple results	c c++ Maple and Maxima
2012-09-02T21:20:01-05:00	c	cos	diff ( y , x , 1 ) = cos ( x ) ;	1.6	10	1.601	1e-05	16	16	30	1.11046e-14	0	100	No Pole	NA	NA	11 Seconds	1 Days 1 Hours 24 Minutes 34 Seconds	127	cos diffeq.c	cos c results	c c++ Maple and Maxima
2012-09-02T21:20:03-05:00	c++	cos	diff ( y , x , 1 ) = cos ( x ) ;	1.6	10	1.601	1e-05	16	16	30	1.11046e-14	0	100	No Pole	NA	NA	10 Seconds	23 Hours 5 Minutes 58 Seconds	127	cos diffeq.cpp	cos c++ results	c c++ Maple and Maxima
2012-09-02T21:20:06-05:00	Maple	cos	diff ( y , x , 1 ) = cos ( x ) ;	1.6	10	1.601	1e-05	32	29	30	5.00107e-30	2.55058e-28	100	No Pole	NA	NA	1 Seconds	3 Hours 19 Minutes 18 Seconds	127	cos diffeq.mxt	cos maple results	c c++ Maple and Maxima
2012-09-02T21:20:09-05:00	Maxima	cos	diff ( y , x , 1 ) = cos ( x ) ;	1.6	10.	1.6010000000000066	1.00000E-5	16	16	30	0.0	1.110476266662671800000000000000E-14	100	No Pole	NA	NA	39 Seconds	3 Days 18 Hours 49 Minutes 20 Seconds	127	cos diffeq.max	cos maxima results	c c++ Maple and Maxima
2012-09-02T21:20:54-05:00	c	cos_sqrt_lin	diff ( y , x , 1 ) = cos(sqrt(2.0*x + 3.0));	0.1	5	0.101	1e-05	16	15	30	0	5.80531e-14	100	Complex	1.33871	1.04079	21 Seconds	1 Days 1 Hours 35 Minutes 59 Seconds	127	cos_sqrt_lin diffeq.c	cos_sqrt_lin c results	c c++ Maple and Maxima
2012-09-02T21:20:56-05:00	c++	cos_sqrt_lin	diff ( y , x , 1 ) = cos(sqrt(2.0*x + 3.0));	0.1	5	0.101	1e-05	16	15	30	0	5.80531e-14	100	Complex	1.33871	1.04079	16 Seconds	21 Hours 33 Minutes 27 Seconds	127	cos_sqrt_lin diffeq.cpp	cos_sqrt_lin c++ results	c c++ Maple and Maxima
2012-09-02T21:20:58-05:00	Maple	cos_sqrt_lin	diff ( y , x , 1 ) = cos(sqrt(2.0*x + 3.0));	0.1	5	0.101	1e-05	32	30	30	6.53528e-30	3.26810e-29	100	No Pole	NA	NA	7 Seconds	9 Hours 30 Minutes 5 Seconds	127	cos_sqrt_lin diffeq.mxt	cos_sqrt_lin maple results	c c++ Maple and Maxima
2012-09-02T21:21:58-05:00	c	diff0	diff ( y , x , 1 ) = y - 1.0;	1.1	5	1.101	1e-05	16	14	30	0	4.65459e-13	100	No Pole	NA	NA	9 Seconds	9 Hours 39 Minutes 3 Seconds	127	diff0 diffeq.c	diff0 c results	c c++ Maple and Maxima
2012-09-02T21:22:00-05:00	c++	diff0	diff ( y , x , 1 ) = y - 1.0;	1.1	5	1.101	1e-05	16	14	30	0	4.65459e-13	100	No Pole	NA	NA	9 Seconds	9 Hours 39 Minutes 3 Seconds	127	diff0 diffeq.cpp	diff0 c++ results	c c++ Maple and Maxima
2012-09-02T21:22:02-05:00	Maple	diff0	diff ( y , x , 1 ) = y - 1.0;	1.1	5	1.101	1e-05	32	29	30	4.99476e-30	3.56860e-28	100	No Pole	NA	NA	1 Seconds	1 Hours 17 Minutes 16 Seconds	127	diff0 diffeq.mxt	diff0 maple results	c c++ Maple and Maxima
2012-09-02T21:22:05-05:00	Maxima	diff0	diff ( y , x , 1 ) = y - 1.0;	1.1	5.	1.1010000000000066	1.00000E-5	16	15	30	0.0	4.6545913788420007000000000000E-13	100	No Pole	NA	NA	41 Seconds	1 Days 20 Hours 50 Minutes 0 Seconds	127	diff0 diffeq.max	diff0 maxima results	c c++ Maple and Maxima
2012-09-02T21:22:54-05:00	c	diff2	diff ( y , x , 3 ) = m1 * diff ( y , x , 1 ) ;	0.1	5	0.101	1e-05	16	10	30	0	1.65959e-09	100	No Pole	NA	NA	15 Seconds	20 Hours 12 Minutes 37 Seconds	127	diff2 diffeq.c	diff2 c results	c c++ Maple and Maxima
2012-09-02T21:22:56-05:00	c++	diff2	diff ( y , x , 3 ) = m1 * diff ( y , x , 1 ) ;	0.1	5	0.101	1e-05	16	10	30	0	1.65959e-09	100	No Pole	NA	NA	16 Seconds	21 Hours 33 Minutes 27 Seconds	127	diff2 diffeq.cpp	diff2 c++ results	c c++ Maple and Maxima
2012-09-02T21:22:59-05:00	Maple	diff2	diff ( y , x , 3 ) = m1 * diff ( y , x , 1 ) ;	0.1	5	0.101	1e-05	32	10	30	1.65566e-15	1.65958e-09	100	No Pole	NA	NA	1 Seconds	2 Hours 17 Minutes 25 Seconds	127	diff2 diffeq.mxt	diff2 maple results	c c++ Maple and Maxima
2012-09-02T21:23:03-05:00	Maxima	diff2	diff ( y , x , 3 ) = m1 * diff ( y , x , 1 ) ;	0.1	5.	0.10070999999999973	1.00000E-5	16	12	30	0.0	5.9358178505780170000000000E-10	71	No Pole	NA	NA	1 Minutes 0 Seconds	4 Days 17 Hours 45 Minutes 29 Seconds	127	diff2 diffeq.max	diff2 maxima results	c c++ Maple and Maxima
2012-09-02T21:24:10-05:00	c	diff	diff ( y , x , 2 ) = diff ( y , x , 1 ) ;	-4	1	-3.999	1e-05	16	8	30	8.99242e-11	8.99594e-07	100	No Pole	NA	NA	11 Seconds	15 Hours 7 Minutes 24 Seconds	127	diff diffeq.c	diff c results	c c++ Maple and Maxima
2012-09-02T21:24:12-05:00	c++	diff	diff ( y , x , 2 ) = diff ( y , x , 1 ) ;	-4	1	-3.999	1e-05	16	8	30	8.99242e-11	8.99594e-07	100	No Pole	NA	NA	13 Seconds	16 Hours 29 Minutes 53 Seconds	127	diff diffeq.cpp	diff c++ results	c c++ Maple and Maxima
2012-09-02T21:24:14-05:00	Maple	diff	diff ( y , x , 2 ) = diff ( y , x , 1 ) ;	-4	1	-3.999	1e-05	32	8	30	8.99313e-11	8.99594e-07	100	No Pole	NA	NA	1 Seconds	1 Hours 43 Minutes 21 Seconds	127	diff diffeq.mxt	diff maple results	c c++ Maple and Maxima
2012-09-02T21:24:17-05:00	Maxima	diff	diff ( y , x , 2 ) = diff ( y , x , 1 ) ;	-4.	1.	-3.9989999999999934	1.00000E-5	16	9	30	8.99241601560256500000000000E-11	8.9959360117664580000000E-7	100	No Pole	NA	NA	57 Seconds	3 Days 7 Hours 34 Minutes 16 Seconds	127	diff diffeq.max	diff maxima results	c c++ Maple and Maxima
2012-09-02T21:25:21-05:00	c	div_c_exp	diff ( y , x , 1 ) = 2.0 / exp(x);	0.1	5	0.101	1e-05	16	15	30	1.227e-14	2.45643e-14	100	No Pole	NA	NA	12 Seconds	14 Hours 49 Minutes 15 Seconds	127	div_c_exp diffeq.c	div_c_exp c results	c c++ Maple and Maxima
2012-09-02T21:25:23-05:00	c++	div_c_exp	diff ( y , x , 1 ) = 2.0 / exp(x);	0.1	5	0.101	1e-05	16	15	30	1.227e-14	2.45643e-14	100	No Pole	NA	NA	12 Seconds	16 Hours 10 Minutes 5 Seconds	127	div_c_exp diffeq.cpp	div_c_exp c++ results	c c++ Maple and Maxima
2012-09-02T21:25:25-05:00	Maple	div_c_exp	diff ( y , x , 1 ) = 2.0 / exp(x);	0.1	5	0.101	1e-05	32	29	30	5.52591e-30	4.86762e-28	100	No Pole	NA	NA	2 Seconds	3 Hours 17 Minutes 34 Seconds	127	div_c_exp diffeq.mxt	div_c_exp maple results	c c++ Maple and Maxima
2012-09-02T21:25:29-05:00	Maxima	div_c_exp	diff ( y , x , 1 ) = 2.0 / exp(x);	0.1	5.	0.10092999999999964	1.00000E-5	16	16	30	1.2269984693170500000000000000E-14	2.456255654667703300000000000000E-14	93	No Pole	NA	NA	59 Seconds	3 Days 14 Hours 21 Minutes 14 Seconds	127	div_c_exp diffeq.max	div_c_exp maxima results	c c++ Maple and Maxima
2012-09-02T21:26:35-05:00	c	div_c_lin	diff ( y , x , 1 ) = 2.0 / (0.2 * x + 0.3);	0.1	5	0.101	1e-05	16	15	30	1.55899e-14	3.11967e-14	100	No Pole	NA	NA	9 Seconds	12 Hours 7 Minutes 34 Seconds	127	div_c_lin diffeq.c	div_c_lin c results	c c++ Maple and Maxima
2012-09-02T21:26:36-05:00	c++	div_c_lin	diff ( y , x , 1 ) = 2.0 / (0.2 * x + 0.3);	0.1	5	0.101	1e-05	16	15	30	1.55899e-14	3.11967e-14	100	No Pole	NA	NA	11 Seconds	13 Hours 28 Minutes 24 Seconds	127	div_c_lin diffeq.cpp	div_c_lin c++ results	c c++ Maple and Maxima
2012-09-02T21:26:38-05:00	Maple	div_c_lin	diff ( y , x , 1 ) = 2.0 / (0.2 * x + 0.3);	0.1	5	0.101	1e-05	32	30	30	0	7.90299e-29	100	No Pole	NA	NA	0 Seconds	1 Hours 16 Minutes 47 Seconds	127	div_c_lin diffeq.mxt	div_c_lin maple results	c c++ Maple and Maxima
2012-09-02T21:26:49-05:00	c	div_exp_exp	diff ( y , x , 1 ) = exp(0.1 * x) / exp(0.2 * x);	0.1	5	0.101	1e-05	16	15	30	0	1.79439e-14	100	No Pole	NA	NA	17 Seconds	21 Hours 33 Minutes 27 Seconds	127	div_exp_exp diffeq.c	div_exp_exp c results	c c++ Maple and Maxima
2012-09-02T21:26:51-05:00	c++	div_exp_exp	diff ( y , x , 1 ) = exp(0.1 * x) / exp(0.2 * x);	0.1	5	0.101	1e-05	16	15	30	0	1.79439e-14	100	No Pole	NA	NA	13 Seconds	17 Hours 30 Minutes 56 Seconds	127	div_exp_exp diffeq.cpp	div_exp_exp c++ results	c c++ Maple and Maxima
2012-09-02T21:26:53-05:00	Maple	div_exp_exp	diff ( y , x , 1 ) = exp(0.1 * x) / exp(0.2 * x);	0.1	5	0.101	1e-05	32	31	30	3.03015e-30	2.02030e-30	100	No Pole	NA	NA	2 Seconds	3 Hours 46 Minutes 21 Seconds	127	div_exp_exp diffeq.mxt	div_exp_exp maple results	c c++ Maple and Maxima
2012-09-02T21:26:58-05:00	Maxima	div_exp_exp	diff ( y , x , 1 ) = exp(0.1 * x) / exp(0.2 * x);	0.1	5.	0.10090999999999965	1.00000E-5	16	16	30	0.0	3.58874560586603900000000000000E-14	91	No Pole	NA	NA	59 Seconds	3 Days 16 Hours 35 Minutes 38 Seconds	127	div_exp_exp diffeq.max	div_exp_exp maxima results	c c++ Maple and Maxima
2012-09-02T21:28:04-05:00	c	div_lin_c	diff ( y , x , 1 ) = (0.2 * x + 0.3) / 2.0;	0.1	5	0.101	1e-05	16	14	30	0	3.76631e-13	100	No Pole	NA	NA	9 Seconds	10 Hours 46 Minutes 43 Seconds	127	div_lin_c diffeq.c	div_lin_c c results	c c++ Maple and Maxima
2012-09-02T21:28:06-05:00	c++	div_lin_c	diff ( y , x , 1 ) = (0.2 * x + 0.3) / 2.0;	0.1	5	0.101	1e-05	16	14	30	0	3.76631e-13	100	No Pole	NA	NA	27 Seconds	1 Days 12 Hours 22 Minutes 43 Seconds	127	div_lin_c diffeq.cpp	div_lin_c c++ results	c c++ Maple and Maxima
2012-09-02T21:28:10-05:00	Maple	div_lin_c	diff ( y , x , 1 ) = (0.2 * x + 0.3) / 2.0;	0.1	5	0.101	1e-05	32	32	30	0	0	100	No Pole	NA	NA	0 Seconds	55 Minutes 56 Seconds	127	div_lin_c diffeq.mxt	div_lin_c maple results	c c++ Maple and Maxima
2012-09-02T21:28:13-05:00	Maxima	div_lin_c	diff ( y , x , 1 ) = (0.2 * x + 0.3) / 2.0;	0.1	5.	0.10099999999999962	1.00000E-5	16	15	30	0.0	3.9878573270944420000000000000E-13	100	No Pole	NA	NA	41 Seconds	2 Days 7 Hours 36 Minutes 39 Seconds	127	div_lin_c diffeq.max	div_lin_c maxima results	c c++ Maple and Maxima
2012-09-02T21:29:02-05:00	c	div_lin_exp	diff ( y , x , 1 ) = (0.2 * x + 0.3) / exp(x);	0.1	5	0.101	1e-05	16	15	30	3.53941e-14	9.44417e-14	100	No Pole	NA	NA	12 Seconds	16 Hours 10 Minutes 5 Seconds	127	div_lin_exp diffeq.c	div_lin_exp c results	c c++ Maple and Maxima
2012-09-02T21:29:04-05:00	c++	div_lin_exp	diff ( y , x , 1 ) = (0.2 * x + 0.3) / exp(x);	0.1	5	0.101	1e-05	16	15	30	3.53941e-14	9.44417e-14	100	No Pole	NA	NA	12 Seconds	16 Hours 10 Minutes 5 Seconds	127	div_lin_exp diffeq.cpp	div_lin_exp c++ results	c c++ Maple and Maxima
2012-09-02T21:29:07-05:00	Maple	div_lin_exp	diff ( y , x , 1 ) = (0.2 * x + 0.3) / exp(x);	0.1	5	0.101	1e-05	32	29	30	4.25068e-30	6.33738e-28	100	No Pole	NA	NA	2 Seconds	3 Hours 28 Minutes 43 Seconds	127	div_lin_exp diffeq.mxt	div_lin_exp maple results	c c++ Maple and Maxima
2012-09-02T21:29:11-05:00	Maxima	div_lin_exp	diff ( y , x , 1 ) = (0.2 * x + 0.3) / exp(x);	0.1	5.	0.10092999999999964	1.00000E-5	16	16	30	3.539405048395149500000000000000E-14	5.90234948332832900000000000000E-14	93	No Pole	NA	NA	59 Seconds	3 Days 14 Hours 6 Minutes 18 Seconds	127	div_lin_exp diffeq.max	div_lin_exp maxima results	c c++ Maple and Maxima
2012-09-02T21:30:18-05:00	c	div_lin_lin	diff ( y , x , 1 ) = (0.1 * x + 0.2) / (0.2 * x + 0.3);	0.1	5	0.101	1e-05	16	15	30	0	4.87733e-14	100	No Pole	NA	NA	10 Seconds	13 Hours 28 Minutes 24 Seconds	127	div_lin_lin diffeq.c	div_lin_lin c results	c c++ Maple and Maxima
2012-09-02T21:30:19-05:00	c++	div_lin_lin	diff ( y , x , 1 ) = (0.1 * x + 0.2) / (0.2 * x + 0.3);	0.1	5	0.101	1e-05	16	15	30	0	4.87733e-14	100	No Pole	NA	NA	10 Seconds	13 Hours 28 Minutes 24 Seconds	127	div_lin_lin diffeq.cpp	div_lin_lin c++ results	c c++ Maple and Maxima
2012-09-02T21:30:22-05:00	Maple	div_lin_lin	diff ( y , x , 1 ) = (0.1 * x + 0.2) / (0.2 * x + 0.3);	0.1	5	0.101	1e-05	32	28	30	2.64089e-29	2.53629e-27	100	No Pole	NA	NA	1 Seconds	1 Hours 51 Minutes 38 Seconds	127	div_lin_lin diffeq.mxt	div_lin_lin maple results	c c++ Maple and Maxima
2012-09-02T21:30:32-05:00	c	div	diff ( y , x , 1 ) = sin ( x ) / cos ( x ) ;	0.1	1	0.101	1e-05	16	16	30	2.2149e-14	0	100	No Pole	NA	NA	13 Seconds	2 Hours 58 Minutes 1 Seconds	127	div diffeq.c	div c results	c c++ Maple and Maxima
2012-09-02T21:30:34-05:00	c++	div	diff ( y , x , 1 ) = sin ( x ) / cos ( x ) ;	0.1	1	0.101	1e-05	16	16	30	2.2149e-14	0	100	No Pole	NA	NA	13 Seconds	3 Hours 12 Minutes 51 Seconds	127	div diffeq.cpp	div c++ results	c c++ Maple and Maxima
2012-09-02T21:30:36-05:00	Maple	div	diff ( y , x , 1 ) = sin ( x ) / cos ( x ) ;	0.1	1	0.101	1e-05	32	28	30	3.99001e-29	4.22421e-27	100	No Pole	NA	NA	3 Seconds	46 Minutes 12 Seconds	127	div diffeq.mxt	div maple results	c c++ Maple and Maxima
2012-09-02T21:30:48-05:00	c	div_sin_c	diff ( y , x , 1 ) = sin(x) / 2.0;	0.1	5	0.101	1e-05	16	15	30	1.1158e-14	6.69546e-14	100	No Pole	NA	NA	20 Seconds	1 Days 1 Hours 35 Minutes 59 Seconds	127	div_sin_c diffeq.c	div_sin_c c results	c c++ Maple and Maxima
2012-09-02T21:30:49-05:00	c++	div_sin_c	diff ( y , x , 1 ) = sin(x) / 2.0;	0.1	5	0.101	1e-05	16	15	30	1.1158e-14	6.69546e-14	100	No Pole	NA	NA	10 Seconds	13 Hours 28 Minutes 24 Seconds	127	div_sin_c diffeq.cpp	div_sin_c c++ results	c c++ Maple and Maxima
2012-09-02T21:30:51-05:00	Maple	div_sin_c	diff ( y , x , 1 ) = sin(x) / 2.0;	0.1	5	0.101	1e-05	32	29	30	4.02009e-30	4.78438e-28	100	No Pole	NA	NA	1 Seconds	1 Hours 53 Minutes 15 Seconds	127	div_sin_c diffeq.mxt	div_sin_c maple results	c c++ Maple and Maxima
2012-09-02T21:30:55-05:00	Maxima	div_sin_c	diff ( y , x , 1 ) = sin(x) / 2.0;	0.1	5.	0.10099999999999962	1.00000E-5	16	16	30	1.115798483426645700000000000000E-14	6.69545931736112100000000000000E-14	100	No Pole	NA	NA	38 Seconds	2 Days 4 Hours 26 Minutes 51 Seconds	127	div_sin_c diffeq.max	div_sin_c maxima results	c c++ Maple and Maxima
2012-09-02T21:31:40-05:00	c	div_sin_lin	diff ( y , x , 1 ) = sin(x) / (0.2 * x + 0.3);	0.1	5	0.101	1e-05	16	Unknown	30	-1	-1	100	No Pole	NA	NA	19 Seconds	1 Days 0 Hours 15 Minutes 8 Seconds	127	div_sin_lin diffeq.c	div_sin_lin c results	c c++ Maple and Maxima
2012-09-02T21:31:42-05:00	c++	div_sin_lin	diff ( y , x , 1 ) = sin(x) / (0.2 * x + 0.3);	0.1	5	0.101	1e-05	16	Unknown	30	-1	-1	100	No Pole	NA	NA	14 Seconds	17 Hours 30 Minutes 56 Seconds	127	div_sin_lin diffeq.cpp	div_sin_lin c++ results	c c++ Maple and Maxima
2012-09-02T21:31:45-05:00	Maple	div_sin_lin	diff ( y , x , 1 ) = sin(x) / (0.2 * x + 0.3);	0.1	5	0.101	1e-05	32	28	30	8.59560e-29	8.47882e-27	100	No Pole	NA	NA	2 Seconds	3 Hours 5 Minutes 7 Seconds	127	div_sin_lin diffeq.mxt	div_sin_lin maple results	c c++ Maple and Maxima
2012-09-02T21:31:56-05:00	c	exp_sqrt	diff ( y , x , 1 ) = exp(sqrt(0.1 * x + 0.2));	0.1	0.5	0.101	1e-05	16	15	30	0	4.14752e-14	100	No Pole	NA	NA	15 Seconds	1 Hours 38 Minutes 45 Seconds	127	exp_sqrt diffeq.c	exp_sqrt c results	c c++ Maple and Maxima
2012-09-02T21:31:58-05:00	c++	exp_sqrt	diff ( y , x , 1 ) = exp(sqrt(0.1 * x + 0.2));	0.1	0.5	0.101	1e-05	16	15	30	0	4.14752e-14	100	No Pole	NA	NA	15 Seconds	1 Hours 38 Minutes 45 Seconds	127	exp_sqrt diffeq.cpp	exp_sqrt c++ results	c c++ Maple and Maxima
2012-09-02T21:32:00-05:00	Maple	exp_sqrt	diff ( y , x , 1 ) = exp(sqrt(0.1 * x + 0.2));	0.1	0.5	0.101	1e-05	32	31	30	5.83659e-30	5.83712e-30	100	No Pole	NA	NA	4 Seconds	31 Minutes 39 Seconds	127	exp_sqrt diffeq.mxt	exp_sqrt maple results	c c++ Maple and Maxima
2012-09-02T21:32:07-05:00	Maxima	exp_sqrt	diff ( y , x , 1 ) = exp(sqrt(0.1 * x + 0.2));	0.1	0.5	0.10055999999999979	1.00000E-5	16	16	30	0.0	2.073676827810169700000000000000E-14	56	No Pole	NA	NA	1 Minutes 0 Seconds	11 Hours 47 Minutes 9 Seconds	127	exp_sqrt diffeq.max	exp_sqrt maxima results	c c++ Maple and Maxima
2012-09-02T21:33:15-05:00	c	expt_c_c	diff ( y , x , 1 ) = expt(2.0 , 3.0 ) ;	0.2	5	0.201	1e-05	16	16	30	0	0	100	No Pole	NA	NA	8 Seconds	10 Hours 33 Minutes 31 Seconds	127	expt_c_c diffeq.c	expt_c_c c results	c c++ Maple and Maxima
2012-09-02T21:33:17-05:00	c++	expt_c_c	diff ( y , x , 1 ) = expt(2.0 , 3.0 ) ;	0.2	5	0.201	1e-05	16	16	30	0	0	100	No Pole	NA	NA	9 Seconds	10 Hours 33 Minutes 31 Seconds	127	expt_c_c diffeq.cpp	expt_c_c c++ results	c c++ Maple and Maxima
2012-09-02T21:33:19-05:00	Maple	expt_c_c	diff ( y , x , 1 ) = expt(2.0 , 3.0 ) ;	0.2	5	0.201	1e-05	32	32	30	0	0	100	No Pole	NA	NA	0 Seconds	59 Minutes 42 Seconds	127	expt_c_c diffeq.mxt	expt_c_c maple results	c c++ Maple and Maxima
2012-09-02T21:33:22-05:00	Maxima	expt_c_c	diff ( y , x , 1 ) = expt(2.0 , 3.0 ) ;	0.2	5.	0.201000000000001	1.00000E-5	16	16	30	0.0	0.0	100	No Pole	NA	NA	37 Seconds	2 Days 1 Hours 59 Minutes 54 Seconds	127	expt_c_c diffeq.max	expt_c_c maxima results	c c++ Maple and Maxima
2012-09-02T21:34:09-05:00	c	expt_c_lin	diff ( y , x , 1 ) = expt(2.0 , (0.2 * x + 0.3));	0.1	5	0.101	1e-05	16	5	30	2.45467e-06	0.000255793	100	No Pole	NA	NA	19 Seconds	1 Days 1 Hours 35 Minutes 59 Seconds	127	expt_c_lin diffeq.c	expt_c_lin c results	c c++ Maple and Maxima
2012-09-02T21:34:11-05:00	c++	expt_c_lin	diff ( y , x , 1 ) = expt(2.0 , (0.2 * x + 0.3));	0.1	5	0.101	1e-05	16	5	30	2.45467e-06	0.000255793	100	No Pole	NA	NA	13 Seconds	17 Hours 30 Minutes 56 Seconds	127	expt_c_lin diffeq.cpp	expt_c_lin c++ results	c c++ Maple and Maxima
2012-09-02T21:34:13-05:00	Maple	expt_c_lin	diff ( y , x , 1 ) = expt(2.0 , (0.2 * x + 0.3));	0.1	5	0.101	1e-05	32	5	30	2.45467e-06	0.000255793	100	No Pole	NA	NA	1 Seconds	1 Hours 57 Minutes 13 Seconds	127	expt_c_lin diffeq.mxt	expt_c_lin maple results	c c++ Maple and Maxima
2012-09-02T21:34:28-05:00	c	expt_c_sin	diff ( y , x , 1 ) = expt(2.0 , sin(x));	0.1	5	0.101	1e-05	16	Unknown	30	-1	-1	100	Real	0.000143117	2.08166	40 Seconds	2 Days 5 Hours 53 Minutes 39 Seconds	127	expt_c_sin diffeq.c	expt_c_sin c results	c c++ Maple and Maxima
2012-09-02T21:34:31-05:00	c++	expt_c_sin	diff ( y , x , 1 ) = expt(2.0 , sin(x));	0.1	5	0.101	1e-05	16	Unknown	30	-1	-1	100	Real	0.000143117	2.08166	24 Seconds	1 Days 8 Hours 20 Minutes 11 Seconds	127	expt_c_sin diffeq.cpp	expt_c_sin c++ results	c c++ Maple and Maxima
2012-09-02T21:34:35-05:00	Maple	expt_c_sin	diff ( y , x , 1 ) = expt(2.0 , sin(x));	0.1	5	0.101	1e-05	32	Unknown	30	-1	-1	100	Real	0.000143117	2.08166	2 Seconds	3 Hours 56 Minutes 22 Seconds	127	expt_c_sin diffeq.mxt	expt_c_sin maple results	c c++ Maple and Maxima
2012-09-02T21:34:41-05:00	c	expt_lin_c	diff ( y , x , 1 ) = expt((0.2 * x + 0.3) , 2.0);	0.1	5	0.101	1e-05	16	15	30	1.27053e-14	8.87719e-14	100	No Pole	NA	NA	18 Seconds	1 Days 0 Hours 15 Minutes 8 Seconds	127	expt_lin_c diffeq.c	expt_lin_c c results	c c++ Maple and Maxima
2012-09-02T21:34:43-05:00	c++	expt_lin_c	diff ( y , x , 1 ) = expt((0.2 * x + 0.3) , 2.0);	0.1	5	0.101	1e-05	16	15	30	1.27053e-14	8.87719e-14	100	No Pole	NA	NA	9 Seconds	12 Hours 7 Minutes 34 Seconds	127	expt_lin_c diffeq.cpp	expt_lin_c c++ results	c c++ Maple and Maxima
2012-09-02T21:34:46-05:00	Maple	expt_lin_c	diff ( y , x , 1 ) = expt((0.2 * x + 0.3) , 2.0);	0.1	5	0.101	1e-05	32	30	30	1.83102e-30	6.21393e-29	100	No Pole	NA	NA	0 Seconds	1 Hours 20 Minutes 16 Seconds	127	expt_lin_c diffeq.mxt	expt_lin_c maple results	c c++ Maple and Maxima
2012-09-02T21:34:49-05:00	Maxima	expt_lin_c	diff ( y , x , 1 ) = expt((0.2 * x + 0.3) , 2.0);	0.1	5.	0.10099999999999962	1.00000E-5	16	16	30	1.270525598377590700000000000000E-14	8.87719080827937500000000000000E-14	100	No Pole	NA	NA	39 Seconds	2 Days 4 Hours 57 Minutes 33 Seconds	127	expt_lin_c diffeq.max	expt_lin_c maxima results	c c++ Maple and Maxima
2012-09-02T21:35:35-05:00	c	expt_lin_lin	diff ( y , x , 1 ) = expt((0.1 * x + 0.2) , (0.2 * x + 0.3));	0.1	5	0.101	1e-05	16	Unknown	30	-1	-1	100	No Pole	NA	NA	18 Seconds	22 Hours 54 Minutes 18 Seconds	127	expt_lin_lin diffeq.c	expt_lin_lin c results	c c++ Maple and Maxima
2012-09-02T21:35:37-05:00	c++	expt_lin_lin	diff ( y , x , 1 ) = expt((0.1 * x + 0.2) , (0.2 * x + 0.3));	0.1	5	0.101	1e-05	16	Unknown	30	-1	-1	100	No Pole	NA	NA	12 Seconds	16 Hours 10 Minutes 5 Seconds	127	expt_lin_lin diffeq.cpp	expt_lin_lin c++ results	c c++ Maple and Maxima
2012-09-02T21:35:40-05:00	Maple	expt_lin_lin	diff ( y , x , 1 ) = expt((0.1 * x + 0.2) , (0.2 * x + 0.3));	0.1	5	0.101	1e-05	32	Unknown	30	-1	-1	100	No Pole	NA	NA	2 Seconds	3 Hours 55 Minutes 48 Seconds	127	expt_lin_lin diffeq.mxt	expt_lin_lin maple results	c c++ Maple and Maxima
2012-09-02T21:35:56-05:00	c	expt_lin_sin	diff ( y , x , 1 ) = expt((0.2 * x + 0.3) , sin(x));	0.1	5	0.101	1e-05	16	Unknown	30	-1	-1	100	Complex	1.64062	0.611617	19 Seconds	1 Days 1 Hours 35 Minutes 59 Seconds	127	expt_lin_sin diffeq.c	expt_lin_sin c results	c c++ Maple and Maxima
2012-09-02T21:35:58-05:00	c++	expt_lin_sin	diff ( y , x , 1 ) = expt((0.2 * x + 0.3) , sin(x));	0.1	5	0.101	1e-05	16	Unknown	30	-1	-1	100	Complex	1.64062	0.611617	17 Seconds	22 Hours 54 Minutes 18 Seconds	127	expt_lin_sin diffeq.cpp	expt_lin_sin c++ results	c c++ Maple and Maxima
2012-09-02T21:36:00-05:00	Maple	expt_lin_sin	diff ( y , x , 1 ) = expt((0.2 * x + 0.3) , sin(x));	0.1	5	0.101	1e-05	32	Unknown	30	-1	-1	100	Complex	1.64062	0.611617	4 Seconds	6 Hours 12 Minutes 21 Seconds	127	expt_lin_sin diffeq.mxt	expt_lin_sin maple results	c c++ Maple and Maxima
2012-09-02T21:36:07-05:00	c	expt_sin_c	diff ( y , x , 1 ) = expt(sin(0.2 * x + 0.3) , 2.0);	0.1	5	0.101	1e-05	16	15	30	3.89048e-14	2.58891e-14	100	No Pole	NA	NA	27 Seconds	1 Days 5 Hours 38 Minutes 30 Seconds	127	expt_sin_c diffeq.c	expt_sin_c c results	c c++ Maple and Maxima
2012-09-02T21:36:09-05:00	c++	expt_sin_c	diff ( y , x , 1 ) = expt(sin(0.2 * x + 0.3) , 2.0);	0.1	5	0.101	1e-05	16	15	30	3.89048e-14	2.58891e-14	100	No Pole	NA	NA	15 Seconds	18 Hours 51 Minutes 46 Seconds	127	expt_sin_c diffeq.cpp	expt_sin_c c++ results	c c++ Maple and Maxima
2012-09-02T21:36:11-05:00	Maple	expt_sin_c	diff ( y , x , 1 ) = expt(sin(0.2 * x + 0.3) , 2.0);	0.1	5	0.101	1e-05	32	31	30	3.73785e-29	7.46203e-30	100	No Pole	NA	NA	5 Seconds	7 Hours 32 Minutes 23 Seconds	127	expt_sin_c diffeq.mxt	expt_sin_c maple results	c c++ Maple and Maxima
2012-09-02T21:36:19-05:00	Maxima	expt_sin_c	diff ( y , x , 1 ) = expt(sin(0.2 * x + 0.3) , 2.0);	0.1	5.	0.10048999999999982	1.00000E-5	16	15	30	4.4092131717818017000000000000E-13	5.3122753105487420000000000000E-13	49	No Pole	NA	NA	1 Minutes 1 Seconds	6 Days 22 Hours 23 Minutes 47 Seconds	127	expt_sin_c diffeq.max	expt_sin_c maxima results	c c++ Maple and Maxima
2012-09-02T21:37:27-05:00	c	expt_sin_lin	diff ( y , x , 1 ) = expt (sin(x) , (0.2 * x + 0.3));	0.1	5	0.101	1e-05	16	Unknown	30	-1	-1	100	No Pole	NA	NA	16 Seconds	21 Hours 33 Minutes 27 Seconds	127	expt_sin_lin diffeq.c	expt_sin_lin c results	c c++ Maple and Maxima
2012-09-02T21:37:29-05:00	c++	expt_sin_lin	diff ( y , x , 1 ) = expt (sin(x) , (0.2 * x + 0.3));	0.1	5	0.101	1e-05	16	Unknown	30	-1	-1	100	No Pole	NA	NA	16 Seconds	21 Hours 33 Minutes 27 Seconds	127	expt_sin_lin diffeq.cpp	expt_sin_lin c++ results	c c++ Maple and Maxima
2012-09-02T21:37:31-05:00	Maple	expt_sin_lin	diff ( y , x , 1 ) = expt (sin(x) , (0.2 * x + 0.3));	0.1	5	0.101	1e-05	32	Unknown	30	-1	-1	100	No Pole	NA	NA	5 Seconds	7 Hours 38 Minutes 2 Seconds	127	expt_sin_lin diffeq.mxt	expt_sin_lin maple results	c c++ Maple and Maxima
2012-09-02T21:37:39-05:00	c	expt_sin_sin	diff ( y , x , 1 ) = expt(sin(0.1 * x) , sin(0.2 * x));	0.1	5	0.101	1e-05	16	Unknown	30	-1	-1	100	No Pole	NA	NA	20 Seconds	1 Days 2 Hours 56 Minutes 49 Seconds	127	expt_sin_sin diffeq.c	expt_sin_sin c results	c c++ Maple and Maxima
2012-09-02T21:37:41-05:00	c++	expt_sin_sin	diff ( y , x , 1 ) = expt(sin(0.1 * x) , sin(0.2 * x));	0.1	5	0.101	1e-05	16	Unknown	30	-1	-1	100	No Pole	NA	NA	18 Seconds	1 Days 0 Hours 15 Minutes 8 Seconds	127	expt_sin_sin diffeq.cpp	expt_sin_sin c++ results	c c++ Maple and Maxima
2012-09-02T21:37:44-05:00	Maple	expt_sin_sin	diff ( y , x , 1 ) = expt(sin(0.1 * x) , sin(0.2 * x));	0.1	5	0.101	1e-05	32	Unknown	30	-1	-1	100	No Pole	NA	NA	6 Seconds	8 Hours 53 Minutes 38 Seconds	127	expt_sin_sin diffeq.mxt	expt_sin_sin maple results	c c++ Maple and Maxima
2012-09-02T21:37:52-05:00	c	h2sin	diff ( y , x , 2 ) = sin(x);	0.1	5	0.101	1e-05	16	6	30	4.45359e-09	4.45134e-05	100	No Pole	NA	NA	12 Seconds	16 Hours 10 Minutes 5 Seconds	127	h2sin diffeq.c	h2sin c results	c c++ Maple and Maxima
2012-09-02T21:37:54-05:00	c++	h2sin	diff ( y , x , 2 ) = sin(x);	0.1	5	0.101	1e-05	16	6	30	4.45359e-09	4.45134e-05	100	No Pole	NA	NA	12 Seconds	16 Hours 10 Minutes 5 Seconds	127	h2sin diffeq.cpp	h2sin c++ results	c c++ Maple and Maxima
2012-09-02T21:37:56-05:00	Maple	h2sin	diff ( y , x , 2 ) = sin(x);	0.1	5	0.101	1e-05	32	6	30	4.45358e-09	4.45134e-05	100	No Pole	NA	NA	1 Seconds	2 Hours 38 Minutes 26 Seconds	127	h2sin diffeq.mxt	h2sin maple results	c c++ Maple and Maxima
2012-09-02T21:38:00-05:00	Maxima	h2sin	diff ( y , x , 2 ) = sin(x);	0.1	5.	0.10098999999999962	1.00000E-5	16	7	30	4.453588082942974700000000E-9	4.362784295325466400000E-5	99	No Pole	NA	NA	59 Seconds	3 Days 9 Hours 29 Minutes 54 Seconds	127	h2sin diffeq.max	h2sin maxima results	c c++ Maple and Maxima
2012-09-02T21:39:08-05:00	c	h3sin	diff ( y , x , 3 ) = sin(x);	0.1	5	0.101	1e-05	16	9	30	1.23337e-14	1.65875e-08	100	No Pole	NA	NA	17 Seconds	22 Hours 54 Minutes 18 Seconds	127	h3sin diffeq.c	h3sin c results	c c++ Maple and Maxima
2012-09-02T21:39:10-05:00	c++	h3sin	diff ( y , x , 3 ) = sin(x);	0.1	5	0.101	1e-05	16	9	30	1.23337e-14	1.65875e-08	100	No Pole	NA	NA	17 Seconds	22 Hours 54 Minutes 18 Seconds	127	h3sin diffeq.cpp	h3sin c++ results	c c++ Maple and Maxima
2012-09-02T21:39:12-05:00	Maple	h3sin	diff ( y , x , 3 ) = sin(x);	0.1	5	0.101	1e-05	32	9	30	1.65743e-14	1.65874e-08	100	No Pole	NA	NA	2 Seconds	3 Hours 27 Minutes 50 Seconds	127	h3sin diffeq.mxt	h3sin maple results	c c++ Maple and Maxima
2012-09-02T21:39:16-05:00	Maxima	h3sin	diff ( y , x , 3 ) = sin(x);	0.1	5.	0.10063999999999976	1.00000E-5	16	11	30	1.233366487046463500000000000000E-14	4.347104250028791500000000E-9	64	No Pole	NA	NA	1 Minutes 0 Seconds	5 Days 5 Hours 37 Minutes 28 Seconds	127	h3sin diffeq.max	h3sin maxima results	c c++ Maple and Maxima
2012-09-02T21:40:24-05:00	c	lin_arccos	diff ( y , x , 1 ) = arccos(0.1 * x + 0.2) ;	-0.8	0.8	-0.799	1e-05	16	15	30	0	8.68031e-14	100	Complex	9.89079	0.324852	14 Seconds	6 Hours 9 Minutes 24 Seconds	127	lin_arccos diffeq.c	lin_arccos c results	c c++ Maple and Maxima
2012-09-02T21:40:26-05:00	c++	lin_arccos	diff ( y , x , 1 ) = arccos(0.1 * x + 0.2) ;	-0.8	0.8	-0.799	1e-05	16	15	30	0	8.68031e-14	100	Complex	9.89079	0.324852	42 Seconds	18 Hours 28 Minutes 12 Seconds	127	lin_arccos diffeq.cpp	lin_arccos c++ results	c c++ Maple and Maxima
2012-09-02T21:40:30-05:00	Maple	lin_arccos	diff ( y , x , 1 ) = arccos(0.1 * x + 0.2) ;	-0.8	0.8	-0.799	1e-05	32	17	30	4.99320e-18	4.99623e-16	100	Complex	9.89079	0.324852	3 Seconds	1 Hours 39 Minutes 17 Seconds	127	lin_arccos diffeq.mxt	lin_arccos maple results	c c++ Maple and Maxima
2012-09-02T21:40:38-05:00	Maxima	lin_arccos	diff ( y , x , 1 ) = arccos(0.1 * x + 0.2) ;	-0.8	0.8	-0.7992800000000033	1.00000E-5	16	16	30	0.0	6.50991202404340500000000000000E-14	72	Complex	9.890827025094325	0.3248551992893205	1 Minutes 0 Seconds	1 Days 12 Hours 32 Minutes 29 Seconds	127	lin_arccos diffeq.max	lin_arccos maxima results	c c++ Maple and Maxima
2012-09-02T21:41:45-05:00	c	lin_arcsin	diff ( y , x , 1 ) = arcsin (0.1 * x + 0.2) ;	-0.8	0.8	-0.799	1e-05	16	15	30	0	1.76362e-14	100	Real	12.2301	10.5536	14 Seconds	6 Hours 9 Minutes 24 Seconds	127	lin_arcsin diffeq.c	lin_arcsin c results	c c++ Maple and Maxima
2012-09-02T21:41:47-05:00	c++	lin_arcsin	diff ( y , x , 1 ) = arcsin (0.1 * x + 0.2) ;	-0.8	0.8	-0.799	1e-05	16	15	30	0	1.76362e-14	100	Real	12.2301	10.5536	13 Seconds	5 Hours 43 Minutes 1 Seconds	127	lin_arcsin diffeq.cpp	lin_arcsin c++ results	c c++ Maple and Maxima
2012-09-02T21:41:49-05:00	Maple	lin_arcsin	diff ( y , x , 1 ) = arcsin (0.1 * x + 0.2) ;	-0.8	0.8	-0.799	1e-05	32	30	30	0	1.98566e-29	100	Real	12.2301	10.5536	3 Seconds	1 Hours 27 Minutes 59 Seconds	127	lin_arcsin diffeq.mxt	lin_arcsin maple results	c c++ Maple and Maxima
2012-09-02T21:41:55-05:00	Maxima	lin_arcsin	diff ( y , x , 1 ) = arcsin (0.1 * x + 0.2) ;	-0.8	0.8	-0.7992700000000034	1.00000E-5	16	16	30	0.0	1.763627922921509300000000000000E-14	73	Real	12.236924154593698	10.572625286996384	1 Minutes 0 Seconds	1 Days 12 Hours 1 Minutes 38 Seconds	127	lin_arcsin diffeq.max	lin_arcsin maxima results	c c++ Maple and Maxima
2012-09-02T21:43:02-05:00	c	lin_arctan	diff ( y , x , 1 ) = arctan (0.1 * x + 0.2 ) ;	-1	5	-0.999	1e-05	16	14	30	1.80708e-13	3.46829e-13	100	Complex	10.0374	0.877399	20 Seconds	1 Days 7 Hours 20 Minutes 52 Seconds	127	lin_arctan diffeq.c	lin_arctan c results	c c++ Maple and Maxima
2012-09-02T21:43:03-05:00	c++	lin_arctan	diff ( y , x , 1 ) = arctan (0.1 * x + 0.2 ) ;	-1	5	-0.999	1e-05	16	14	30	1.80708e-13	3.46829e-13	100	Complex	10.0374	0.877399	19 Seconds	1 Days 7 Hours 20 Minutes 52 Seconds	127	lin_arctan diffeq.cpp	lin_arctan c++ results	c c++ Maple and Maxima
2012-09-02T21:43:06-05:00	Maple	lin_arctan	diff ( y , x , 1 ) = arctan (0.1 * x + 0.2 ) ;	-1	5	-0.999	1e-05	32	15	30	6.61085e-16	6.60101e-14	100	Complex	10.0374	0.877399	9 Seconds	15 Hours 22 Minutes 13 Seconds	127	lin_arctan diffeq.mxt	lin_arctan maple results	c c++ Maple and Maxima
2012-09-02T21:43:24-05:00	c	lin_cosh	diff ( y , x , 1 ) = cosh (2.0 * x + 3.0) ;	0.1	2	0.101	1e-05	16	15	30	2.90109e-14	7.23833e-14	100	No Pole	NA	NA	10 Seconds	5 Hours 13 Minutes 21 Seconds	127	lin_cosh diffeq.c	lin_cosh c results	c c++ Maple and Maxima
2012-09-02T21:43:26-05:00	c++	lin_cosh	diff ( y , x , 1 ) = cosh (2.0 * x + 3.0) ;	0.1	2	0.101	1e-05	16	15	30	2.90109e-14	7.23833e-14	100	No Pole	NA	NA	10 Seconds	5 Hours 13 Minutes 21 Seconds	127	lin_cosh diffeq.cpp	lin_cosh c++ results	c c++ Maple and Maxima
2012-09-02T21:43:28-05:00	Maple	lin_cosh	diff ( y , x , 1 ) = cosh (2.0 * x + 3.0) ;	0.1	2	0.101	1e-05	32	27	30	3.08669e-28	3.10746e-26	100	No Pole	NA	NA	1 Seconds	44 Minutes 26 Seconds	127	lin_cosh diffeq.mxt	lin_cosh maple results	c c++ Maple and Maxima
2012-09-02T21:43:32-05:00	Maxima	lin_cosh	diff ( y , x , 1 ) = cosh (2.0 * x + 3.0) ;	0.1	2.	0.10099999999999962	1.00000E-5	16	16	30	2.90109100309038470000000000000E-14	7.23833370510547500000000000000E-14	100	No Pole	NA	NA	39 Seconds	20 Hours 21 Minutes 12 Seconds	127	lin_cosh diffeq.max	lin_cosh maxima results	c c++ Maple and Maxima
2012-09-02T21:44:17-05:00	c	lin_exp	diff ( y , x , 1 ) = exp (0.1 * x + 0.2 ) ;	1	10	1.001	1e-05	16	15	30	1.31596e-14	6.57913e-14	100	No Pole	NA	NA	10 Seconds	1 Days 0 Hours 44 Minutes 58 Seconds	127	lin_exp diffeq.c	lin_exp c results	c c++ Maple and Maxima
2012-09-02T21:44:19-05:00	c++	lin_exp	diff ( y , x , 1 ) = exp (0.1 * x + 0.2 ) ;	1	10	1.001	1e-05	16	15	30	1.31596e-14	6.57913e-14	100	No Pole	NA	NA	10 Seconds	1 Days 0 Hours 44 Minutes 58 Seconds	127	lin_exp diffeq.cpp	lin_exp c++ results	c c++ Maple and Maxima
2012-09-02T21:44:21-05:00	Maple	lin_exp	diff ( y , x , 1 ) = exp (0.1 * x + 0.2 ) ;	1	10	1.001	1e-05	32	31	30	0	7.40744e-30	100	No Pole	NA	NA	1 Seconds	3 Hours 5 Minutes 55 Seconds	127	lin_exp diffeq.mxt	lin_exp maple results	c c++ Maple and Maxima
2012-09-02T21:44:25-05:00	Maxima	lin_exp	diff ( y , x , 1 ) = exp (0.1 * x + 0.2 ) ;	1.	10.	1.0010000000000066	1.00000E-5	16	16	30	1.315956197103438600000000000000E-14	6.57912961944277500000000000000E-14	100	No Pole	NA	NA	39 Seconds	4 Days 0 Hours 39 Minutes 6 Seconds	127	lin_exp diffeq.max	lin_exp maxima results	c c++ Maple and Maxima
2012-09-02T21:45:10-05:00	c	lin_ln	diff ( y , x , 1 ) = ln (0.1 * x + 0.2) ;	20	30	20.001	1e-05	16	14	30	1.14507e-13	6.48981e-13	100	No Pole	NA	NA	14 Seconds	1 Days 14 Hours 29 Minutes 59 Seconds	127	lin_ln diffeq.c	lin_ln c results	c c++ Maple and Maxima
2012-09-02T21:45:12-05:00	c++	lin_ln	diff ( y , x , 1 ) = ln (0.1 * x + 0.2) ;	20	30	20.001	1e-05	16	14	30	1.14507e-13	6.48981e-13	100	No Pole	NA	NA	10 Seconds	1 Days 3 Hours 29 Minutes 59 Seconds	127	lin_ln diffeq.cpp	lin_ln c++ results	c c++ Maple and Maxima
2012-09-02T21:45:14-05:00	Maple	lin_ln	diff ( y , x , 1 ) = ln (0.1 * x + 0.2) ;	20	30	20.001	1e-05	32	31	30	4.29744e-30	2.14908e-30	100	No Pole	NA	NA	1 Seconds	3 Hours 28 Minutes 3 Seconds	127	lin_ln diffeq.mxt	lin_ln maple results	c c++ Maple and Maxima
2012-09-02T21:45:24-05:00	c	lin_sin_cos	diff ( y , x , 1 ) = sin(2.0 * x + 3.0) + cos(1.5 * x - 2.0);	0.1	5	0.101	1e-05	16	15	30	1.95867e-14	5.86233e-14	100	No Pole	NA	NA	10 Seconds	13 Hours 28 Minutes 24 Seconds	127	lin_sin_cos diffeq.c	lin_sin_cos c results	c c++ Maple and Maxima
2012-09-02T21:45:26-05:00	c++	lin_sin_cos	diff ( y , x , 1 ) = sin(2.0 * x + 3.0) + cos(1.5 * x - 2.0);	0.1	5	0.101	1e-05	16	15	30	1.95867e-14	5.86233e-14	100	No Pole	NA	NA	11 Seconds	13 Hours 28 Minutes 24 Seconds	127	lin_sin_cos diffeq.cpp	lin_sin_cos c++ results	c c++ Maple and Maxima
2012-09-02T21:45:28-05:00	Maple	lin_sin_cos	diff ( y , x , 1 ) = sin(2.0 * x + 3.0) + cos(1.5 * x - 2.0);	0.1	5	0.101	1e-05	32	27	30	8.46823e-28	8.43794e-26	100	No Pole	NA	NA	1 Seconds	2 Hours 17 Minutes 25 Seconds	127	lin_sin_cos diffeq.mxt	lin_sin_cos maple results	c c++ Maple and Maxima
2012-09-02T21:45:32-05:00	Maxima	lin_sin_cos	diff ( y , x , 1 ) = sin(2.0 * x + 3.0) + cos(1.5 * x - 2.0);	0.1	5.	0.10099999999999962	1.00000E-5	16	15	30	1.958672078622866000000000000000E-14	1.17246538989320940000000000000E-13	100	No Pole	NA	NA	43 Seconds	2 Days 10 Hours 0 Minutes 10 Seconds	127	lin_sin_cos diffeq.max	lin_sin_cos maxima results	c c++ Maple and Maxima
2012-09-02T21:46:22-05:00	c	lin_sinh	diff ( y , x , 1 ) = sinh (2.0 * x + 3.0) ;	0	10	0.001	1e-05	16	15	30	1.76438e-14	1.76091e-14	100	No Pole	NA	NA	18 Seconds	2 Days 1 Hours 29 Minutes 59 Seconds	127	lin_sinh diffeq.c	lin_sinh c results	c c++ Maple and Maxima
2012-09-02T21:46:24-05:00	c++	lin_sinh	diff ( y , x , 1 ) = sinh (2.0 * x + 3.0) ;	0	10	0.001	1e-05	16	15	30	1.76438e-14	1.76091e-14	100	No Pole	NA	NA	11 Seconds	1 Days 6 Hours 14 Minutes 59 Seconds	127	lin_sinh diffeq.cpp	lin_sinh c++ results	c c++ Maple and Maxima
2012-09-02T21:46:26-05:00	Maple	lin_sinh	diff ( y , x , 1 ) = sinh (2.0 * x + 3.0) ;	0	10	0.001	1e-05	32	27	30	3.11883e-28	3.10814e-26	100	No Pole	NA	NA	1 Seconds	3 Hours 56 Minutes 56 Seconds	127	lin_sinh diffeq.mxt	lin_sinh maple results	c c++ Maple and Maxima
2012-09-02T21:46:32-05:00	Maxima	lin_sinh	diff ( y , x , 1 ) = sinh (2.0 * x + 3.0) ;	0.0	10.	1.000000000000002000E-3	1.00000E-5	16	16	30	1.764383318636568700000000000000E-14	1.760910503257001600000000000000E-14	100	No Pole	NA	NA	39 Seconds	4 Days 12 Hours 36 Minutes 33 Seconds	127	lin_sinh diffeq.max	lin_sinh maxima results	c c++ Maple and Maxima
2012-09-02T21:47:21-05:00	c	lin_tanh	diff ( y , x , 1 ) = tanh (3.0 * x + 1.0 ) ;	1.1	2	1.101	1e-05	16	14	30	1.84675e-14	6.08925e-13	100	Complex	1.53141	2.18235	15 Seconds	3 Hours 42 Minutes 31 Seconds	127	lin_tanh diffeq.c	lin_tanh c results	c c++ Maple and Maxima
2012-09-02T21:47:22-05:00	c++	lin_tanh	diff ( y , x , 1 ) = tanh (3.0 * x + 1.0 ) ;	1.1	2	1.101	1e-05	16	14	30	1.84675e-14	6.08925e-13	100	Complex	1.53141	2.18235	15 Seconds	3 Hours 27 Minutes 41 Seconds	127	lin_tanh diffeq.cpp	lin_tanh c++ results	c c++ Maple and Maxima
2012-09-02T21:47:24-05:00	Maple	lin_tanh	diff ( y , x , 1 ) = tanh (3.0 * x + 1.0 ) ;	1.1	2	1.101	1e-05	32	28	30	1.66340e-29	1.17173e-27	100	Complex	1.53141	2.18235	2 Seconds	40 Minutes 37 Seconds	127	lin_tanh diffeq.mxt	lin_tanh maple results	c c++ Maple and Maxima
2012-09-02T21:47:35-05:00	c	lin_tan	diff ( y , x , 1 ) = tan (2.0 * x + 3.0 ) ;	0	5	0.001	1e-05	16	16	30	5.52072e-13	0	100	No Pole	NA	NA	13 Seconds	17 Hours 52 Minutes 23 Seconds	127	lin_tan diffeq.c	lin_tan c results	c c++ Maple and Maxima
2012-09-02T21:47:37-05:00	c++	lin_tan	diff ( y , x , 1 ) = tan (2.0 * x + 3.0 ) ;	0	5	0.001	1e-05	16	16	30	5.52072e-13	0	100	No Pole	NA	NA	12 Seconds	16 Hours 29 Minutes 53 Seconds	127	lin_tan diffeq.cpp	lin_tan c++ results	c c++ Maple and Maxima
2012-09-02T21:47:39-05:00	Maple	lin_tan	diff ( y , x , 1 ) = tan (2.0 * x + 3.0 ) ;	0	5	0.001	1e-05	32	24	30	5.83415e-25	5.99045e-23	100	No Pole	NA	NA	3 Seconds	4 Hours 20 Minutes 5 Seconds	127	lin_tan diffeq.mxt	lin_tan maple results	c c++ Maple and Maxima
2012-09-02T21:47:50-05:00	c	ln_c_exp_c_sqrt_c	diff ( y , x , 1 ) = ln(0.1) + exp(0.1) + sqrt(0.1);	0.1	5	0.101	1e-05	16	14	30	1.57474e-14	8.88804e-13	100	No Pole	NA	NA	8 Seconds	10 Hours 46 Minutes 43 Seconds	127	ln_c_exp_c_sqrt_c diffeq.c	ln_c_exp_c_sqrt_c c results	c c++ Maple and Maxima
2012-09-02T21:47:52-05:00	c++	ln_c_exp_c_sqrt_c	diff ( y , x , 1 ) = ln(0.1) + exp(0.1) + sqrt(0.1);	0.1	5	0.101	1e-05	16	14	30	1.57474e-14	8.88804e-13	100	No Pole	NA	NA	11 Seconds	13 Hours 28 Minutes 24 Seconds	127	ln_c_exp_c_sqrt_c diffeq.cpp	ln_c_exp_c_sqrt_c c++ results	c c++ Maple and Maxima
2012-09-02T21:47:54-05:00	Maple	ln_c_exp_c_sqrt_c	diff ( y , x , 1 ) = ln(0.1) + exp(0.1) + sqrt(0.1);	0.1	5	0.101	1e-05	32	30	30	0	5.50563e-29	100	No Pole	NA	NA	0 Seconds	1 Hours 10 Minutes 24 Seconds	127	ln_c_exp_c_sqrt_c diffeq.mxt	ln_c_exp_c_sqrt_c maple results	c c++ Maple and Maxima
2012-09-02T21:48:04-05:00	c	ln_sqrt	diff ( y , x , 1 ) = ln(sqrt(0.1 * x + 0.2));	0.1	0.5	0.101	1e-05	16	15	30	1.65169e-14	4.95366e-14	100	No Pole	NA	NA	20 Seconds	2 Hours 5 Minutes 5 Seconds	127	ln_sqrt diffeq.c	ln_sqrt c results	c c++ Maple and Maxima
2012-09-02T21:48:06-05:00	c++	ln_sqrt	diff ( y , x , 1 ) = ln(sqrt(0.1 * x + 0.2));	0.1	0.5	0.101	1e-05	16	15	30	1.65169e-14	4.95366e-14	100	No Pole	NA	NA	15 Seconds	1 Hours 38 Minutes 45 Seconds	127	ln_sqrt diffeq.cpp	ln_sqrt c++ results	c c++ Maple and Maxima
2012-09-02T21:48:08-05:00	Maple	ln_sqrt	diff ( y , x , 1 ) = ln(sqrt(0.1 * x + 0.2));	0.1	0.5	0.101	1e-05	32	30	30	0	4.09004e-29	100	No Pole	NA	NA	4 Seconds	30 Minutes 16 Seconds	127	ln_sqrt diffeq.mxt	ln_sqrt maple results	c c++ Maple and Maxima
2012-09-02T21:48:22-05:00	c	mtest2	diff ( y1 , x , 1 ) = m1 * y2 + 1.0;	0.1	10	0.10033	1e-05	16	16	30	0	0	33	No Pole	NA	NA	1 Minutes 1 Seconds	20 Days 13 Hours 21 Minutes 55 Seconds	127	mtest2 diffeq.c	mtest2 c results	c c++ Maple and Maxima
ditto	ditto	ditto	diff ( y2 , x , 1 ) = y1 - 1.0;	ditto	ditto	ditto	ditto	ditto	15	ditto	2.01887e-14	2.01829e-14	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T21:48:24-05:00	c++	mtest2	diff ( y1 , x , 1 ) = m1 * y2 + 1.0;	0.1	10	0.10028	1e-05	16	16	30	0	0	28	No Pole	NA	NA	1 Minutes 1 Seconds	24 Days 2 Hours 25 Minutes 52 Seconds	127	mtest2 diffeq.cpp	mtest2 c++ results	c c++ Maple and Maxima
ditto	ditto	ditto	diff ( y2 , x , 1 ) = y1 - 1.0;	ditto	ditto	ditto	ditto	ditto	15	ditto	2.01887e-14	4.03676e-14	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T21:48:27-05:00	Maple	mtest2	diff ( y1 , x , 1 ) = m1 * y2 + 1.0;	0.1	10	0.101	1e-05	32	29	30	0	2.70690e-28	100	No Pole	NA	NA	31 Seconds	3 Days 12 Hours 28 Minutes 44 Seconds	127	mtest2 diffeq.mxt	mtest2 maple results	c c++ Maple and Maxima
ditto	ditto	ditto	diff ( y2 , x , 1 ) = y1 - 1.0;	ditto	ditto	ditto	ditto	ditto	30	ditto	0	7.26725e-29	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T21:49:01-05:00	Maxima	mtest2	diff ( y1 , x , 1 ) = m1 * y2 + 1.0;	0.1	10.	0.10005999999999998	1.00000E-5	16	16	30	0.0	0.0	6	No Pole	NA	NA	1 Minutes 26 Seconds	141 Days 15 Hours 19 Minutes 25 Seconds	127	mtest2 diffeq.max	mtest2 maxima results	c c++ Maple and Maxima
ditto	ditto	ditto	diff ( y2 , x , 1 ) = y1 - 1.0;	ditto	ditto	ditto	ditto	ditto	16	ditto	2.01887479300432900000000000000E-14	2.01878347586896600000000000000E-14	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T21:50:35-05:00	c	mtest3	diff ( y2 , x , 1 ) = m1 * y1 + 1.0;	0.1	0.5	0.101	1e-05	16	15	30	0	3.70415e-14	100	No Pole	NA	NA	Unknown	Unknown	127	mtest3 diffeq.c	mtest3 c results	c c++ Maple and Maxima
ditto	ditto	ditto	diff ( y1 , x , 1 ) = y2 - 1.0;	ditto	ditto	ditto	ditto	ditto	15	ditto	0	1.11306e-14	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T21:50:37-05:00	c++	mtest3	diff ( y2 , x , 1 ) = m1 * y1 + 1.0;	0.1	0.5	0.10033	1e-05	16	15	30	0	3.70141e-14	33	No Pole	NA	NA	1 Minutes 2 Seconds	19 Hours 55 Minutes 3 Seconds	127	mtest3 diffeq.cpp	mtest3 c++ results	c c++ Maple and Maxima
ditto	ditto	ditto	diff ( y1 , x , 1 ) = y2 - 1.0;	ditto	ditto	ditto	ditto	ditto	16	ditto	0	0	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T21:50:40-05:00	Maple	mtest3	diff ( y2 , x , 1 ) = m1 * y1 + 1.0;	0.1	0.5	0.101	1e-05	32	30	30	1.11092e-30	5.00461e-29	100	No Pole	NA	NA	31 Seconds	3 Hours 24 Minutes 5 Seconds	127	mtest3 diffeq.mxt	mtest3 maple results	c c++ Maple and Maxima
ditto	ditto	ditto	diff ( y1 , x , 1 ) = y2 - 1.0;	ditto	ditto	ditto	ditto	ditto	29	ditto	0	2.70690e-28	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T21:51:14-05:00	Maxima	mtest3	diff ( y2 , x , 1 ) = m1 * y1 + 1.0;	0.1	0.5	0.10004999999999999	1.00000E-5	16	16	30	0.0	0.0	5	No Pole	NA	NA	1 Minutes 23 Seconds	6 Days 10 Hours 43 Minutes 12 Seconds	127	mtest3 diffeq.max	mtest3 maxima results	c c++ Maple and Maxima
ditto	ditto	ditto	diff ( y1 , x , 1 ) = y2 - 1.0;	ditto	ditto	ditto	ditto	ditto	16	ditto	0.0	1.113006000207904700000000000000E-14	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T21:52:45-05:00	c	mtest4	diff ( y2 , x , 3 ) = m1 * cos(x) ;	0.1	5	0.1002	1e-05	16	12	30	1.113e-14	7.31696e-11	20	No Pole	NA	NA	1 Minutes 4 Seconds	17 Days 6 Hours 47 Minutes 49 Seconds	127	mtest4 diffeq.c	mtest4 c results	c c++ Maple and Maxima
ditto	ditto	ditto	diff ( y1 , x , 1 ) = m1 * y2 + 1.0;	ditto	ditto	ditto	ditto	ditto	16	ditto	0	0	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T21:52:48-05:00	c++	mtest4	diff ( y2 , x , 3 ) = m1 * cos(x) ;	0.1	5	0.10019	1e-05	16	12	30	1.113e-14	6.27406e-11	19	No Pole	NA	NA	1 Minutes 2 Seconds	17 Days 13 Hours 55 Minutes 38 Seconds	127	mtest4 diffeq.cpp	mtest4 c++ results	c c++ Maple and Maxima
ditto	ditto	ditto	diff ( y1 , x , 1 ) = m1 * y2 + 1.0;	ditto	ditto	ditto	ditto	ditto	16	ditto	0	0	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T21:52:51-05:00	Maple	mtest4	diff ( y2 , x , 3 ) = m1 * cos(x) ;	0.1	5	0.101	1e-05	32	10	30	9.14652e-15	9.14882e-09	100	No Pole	NA	NA	57 Seconds	3 Days 5 Hours 29 Minutes 1 Seconds	127	mtest4 diffeq.mxt	mtest4 maple results	c c++ Maple and Maxima
ditto	ditto	ditto	diff ( y1 , x , 1 ) = m1 * y2 + 1.0;	ditto	ditto	ditto	ditto	ditto	13	ditto	5.06782e-20	5.07419e-12	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T21:53:53-05:00	Maxima	mtest4	diff ( y2 , x , 3 ) = m1 * cos(x) ;	0.1	5.	0.10003999999999999	1.00000E-5	16	15	30	1.11300377167179200000000000000E-14	5.7876283035468230000000000000E-13	4	No Pole	NA	NA	1 Minutes 44 Seconds	118 Days 0 Hours 14 Minutes 22 Seconds	127	mtest4 diffeq.max	mtest4 maxima results	c c++ Maple and Maxima
ditto	ditto	ditto	diff ( y1 , x , 1 ) = m1 * y2 + 1.0;	ditto	ditto	ditto	ditto	ditto	16	ditto	0.0	0.0	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T21:55:45-05:00	c	mtest5	diff ( y2 , x , 1 ) = diff ( y1, x , 1) ;	0.1	5	0.10066	1e-05	16	4	30	9.9342e-05	0.00657738	66	No Pole	NA	NA	1 Minutes 0 Seconds	5 Days 1 Hours 52 Minutes 25 Seconds	127	mtest5 diffeq.c	mtest5 c results	c c++ Maple and Maxima
ditto	ditto	ditto	diff ( y1 , x , 1 ) = sin ( x ) ;	ditto	ditto	ditto	ditto	ditto	15	ditto	0	2.20926e-14	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T21:55:47-05:00	c++	mtest5	diff ( y2 , x , 1 ) = diff ( y1, x , 1) ;	0.1	5	0.10063	1e-05	16	4	30	9.9342e-05	0.00627749	63	No Pole	NA	NA	1 Minutes 0 Seconds	5 Days 7 Hours 35 Minutes 15 Seconds	127	mtest5 diffeq.cpp	mtest5 c++ results	c c++ Maple and Maxima
ditto	ditto	ditto	diff ( y1 , x , 1 ) = sin ( x ) ;	ditto	ditto	ditto	ditto	ditto	15	ditto	0	4.41854e-14	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T21:55:50-05:00	Maple	mtest5	diff ( y2 , x , 1 ) = diff ( y1, x , 1) ;	0.1	5	0.101	1e-05	32	4	30	9.93420e-05	0.00998222	100	No Pole	NA	NA	18 Seconds	1 Days 0 Hours 44 Minutes 5 Seconds	127	mtest5 diffeq.mxt	mtest5 maple results	c c++ Maple and Maxima
ditto	ditto	ditto	diff ( y1 , x , 1 ) = sin ( x ) ;	ditto	ditto	ditto	ditto	ditto	29	ditto	0	5.37262e-28	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T21:56:11-05:00	Maxima	mtest5	diff ( y2 , x , 1 ) = diff ( y1, x , 1) ;	0.1	5.	0.10009999999999997	1.00000E-5	16	6	30	9.93419962891893700000E-5	9.9385659663884960000E-4	10	No Pole	NA	NA	1 Minutes 12 Seconds	37 Days 3 Hours 23 Minutes 16 Seconds	127	mtest5 diffeq.max	mtest5 maxima results	c c++ Maple and Maxima
ditto	ditto	ditto	diff ( y1 , x , 1 ) = sin ( x ) ;	ditto	ditto	ditto	ditto	ditto	16	ditto	0.0	0.0	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T21:57:31-05:00	c	mtest6	diff (x1,t,1) = 4.0 * x2 - 2.0 * diff (x2,t ,1) - 2.0 * x1;	0.5	5	0.50066	1e-05	16	9	30	2.70747e-12	1.18797e-08	66	No Pole	NA	NA	1 Minutes 0 Seconds	4 Days 15 Hours 55 Minutes 25 Seconds	127	mtest6 diffeq.c	mtest6 c results	c c++ Maple and Maxima
ditto	ditto	ditto	diff (x2,t,2) = 3.0 * diff(x2,t,1) - 2.0 * x2 - diff(x1,t,2) - diff (x1,t,1) + x1;	ditto	ditto	ditto	ditto	ditto	9	ditto	1.1782e-11	5.13097e-08	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T21:57:34-05:00	c++	mtest6	diff (x1,t,1) = 4.0 * x2 - 2.0 * diff (x2,t ,1) - 2.0 * x1;	0.5	5	0.50068	1e-05	16	9	30	2.70747e-12	1.26105e-08	68	No Pole	NA	NA	1 Minutes 1 Seconds	4 Days 12 Hours 40 Minutes 44 Seconds	127	mtest6 diffeq.cpp	mtest6 c++ results	c c++ Maple and Maxima
ditto	ditto	ditto	diff (x2,t,2) = 3.0 * diff(x2,t,1) - 2.0 * x2 - diff(x1,t,2) - diff (x1,t,1) + x1;	ditto	ditto	ditto	ditto	ditto	9	ditto	1.1782e-11	5.44671e-08	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T21:57:37-05:00	Maple	mtest6	diff (x1,t,1) = 4.0 * x2 - 2.0 * diff (x2,t ,1) - 2.0 * x1;	0.5	5	0.501	1e-05	32	9	30	2.72789e-12	2.72699e-08	100	No Pole	NA	NA	16 Seconds	20 Hours 15 Minutes 1 Seconds	127	mtest6 diffeq.mxt	mtest6 maple results	c c++ Maple and Maxima
ditto	ditto	ditto	diff (x2,t,2) = 3.0 * diff(x2,t,1) - 2.0 * x2 - diff(x1,t,2) - diff (x1,t,1) + x1;	ditto	ditto	ditto	ditto	ditto	8	ditto	1.17744e-11	1.17813e-07	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T21:57:57-05:00	Maxima	mtest6	diff (x1,t,1) = 4.0 * x2 - 2.0 * diff (x2,t ,1) - 2.0 * x1;	0.5	5.	0.5000799999999996	1.00000E-5	16	12	30	2.707466249703236000000000000E-12	1.74520618039057970000000000E-10	8	No Pole	NA	NA	1 Minutes 12 Seconds	41 Days 20 Hours 23 Minutes 9 Seconds	127	mtest6 diffeq.max	mtest6 maxima results	c c++ Maple and Maxima
ditto	ditto	ditto	diff (x2,t,2) = 3.0 * diff(x2,t,1) - 2.0 * x2 - diff(x1,t,2) - diff (x1,t,1) + x1;	ditto	ditto	ditto	ditto	ditto	12	ditto	1.178201919834782800000000000E-11	7.5367197883830440000000000E-10	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T21:59:18-05:00	c	mtest6_rev	diff (x2,t,2) = 3.0 * diff(x2,t,1) - 2.0 * x2 - diff(x1,t,2) - diff (x1,t,1) + x1;	0.5	5	0.50067	1e-05	16	9	30	5.88205e-12	2.64479e-08	67	No Pole	NA	NA	1 Minutes 0 Seconds	4 Days 12 Hours 26 Minutes 22 Seconds	127	mtest6_rev diffeq.c	mtest6_rev c results	c c++ Maple and Maxima
ditto	ditto	ditto	diff (x1,t,1) = 4.0 * x2 - 2.0 * diff (x2,t ,1) - 2.0 * x1;	ditto	ditto	ditto	ditto	ditto	10	ditto	1.80531e-12	8.16308e-09	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T21:59:21-05:00	c++	mtest6_rev	diff (x2,t,2) = 3.0 * diff(x2,t,1) - 2.0 * x2 - diff(x1,t,2) - diff (x1,t,1) + x1;	0.5	5	0.50057	1e-05	16	9	30	5.88205e-12	1.9141e-08	57	No Pole	NA	NA	1 Minutes 1 Seconds	5 Days 9 Hours 17 Minutes 37 Seconds	127	mtest6_rev diffeq.cpp	mtest6_rev c++ results	c c++ Maple and Maxima
ditto	ditto	ditto	diff (x1,t,1) = 4.0 * x2 - 2.0 * diff (x2,t ,1) - 2.0 * x1;	ditto	ditto	ditto	ditto	ditto	10	ditto	1.80531e-12	5.90834e-09	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T21:59:24-05:00	Maple	mtest6_rev	diff (x2,t,2) = 3.0 * diff(x2,t,1) - 2.0 * x2 - diff(x1,t,2) - diff (x1,t,1) + x1;	0.5	5	0.501	1e-05	32	9	30	5.88936e-12	5.89280e-08	100	No Pole	NA	NA	16 Seconds	20 Hours 32 Minutes 14 Seconds	127	mtest6_rev diffeq.mxt	mtest6_rev maple results	c c++ Maple and Maxima
ditto	ditto	ditto	diff (x1,t,1) = 4.0 * x2 - 2.0 * diff (x2,t ,1) - 2.0 * x1;	ditto	ditto	ditto	ditto	ditto	9	ditto	1.81892e-12	1.81832e-08	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T21:59:44-05:00	Maxima	mtest6_rev	diff (x2,t,2) = 3.0 * diff(x2,t,1) - 2.0 * x2 - diff(x1,t,2) - diff (x1,t,1) + x1;	0.5	5.	0.5000899999999996	1.00000E-5	16	12	30	5.882047951116716000000000000E-12	4.7706736617404283000000000E-10	9	No Pole	NA	NA	1 Minutes 12 Seconds	37 Days 20 Hours 8 Minutes 59 Seconds	127	mtest6_rev diffeq.max	mtest6_rev maxima results	c c++ Maple and Maxima
ditto	ditto	ditto	diff (x1,t,1) = 4.0 * x2 - 2.0 * diff (x2,t ,1) - 2.0 * x1;	ditto	ditto	ditto	ditto	ditto	12	ditto	1.8053058092992966000000000000E-12	1.47280403629970520000000000E-10	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T22:01:06-05:00	c	mtest7	diff ( y2 , x , 5 ) = y1 ;	0	5	0.00024	1e-05	16	15	30	0	2.21991e-14	24	No Pole	NA	NA	1 Minutes 2 Seconds	14 Days 8 Hours 25 Minutes 38 Seconds	127	mtest7 diffeq.c	mtest7 c results	c c++ Maple and Maxima
ditto	ditto	ditto	diff ( y1 , x , 1 ) = m1 * y2 + 1.0;	ditto	ditto	ditto	ditto	ditto	16	ditto	0	0	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T22:01:08-05:00	c++	mtest7	diff ( y2 , x , 5 ) = y1 ;	0	5	0.00024	1e-05	16	15	30	0	2.21991e-14	24	No Pole	NA	NA	1 Minutes 1 Seconds	14 Days 2 Hours 52 Minutes 19 Seconds	127	mtest7 diffeq.cpp	mtest7 c++ results	c c++ Maple and Maxima
ditto	ditto	ditto	diff ( y1 , x , 1 ) = m1 * y2 + 1.0;	ditto	ditto	ditto	ditto	ditto	16	ditto	0	0	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T22:01:11-05:00	Maple	mtest7	diff ( y2 , x , 5 ) = y1 ;	0	5	0.001	1e-05	32	17	30	8.33292e-26	8.32501e-16	100	No Pole	NA	NA	46 Seconds	2 Days 15 Hours 18 Minutes 54 Seconds	127	mtest7 diffeq.mxt	mtest7 maple results	c c++ Maple and Maxima
ditto	ditto	ditto	diff ( y1 , x , 1 ) = m1 * y2 + 1.0;	ditto	ditto	ditto	ditto	ditto	21	ditto	5.00000e-30	6.94445e-20	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T22:02:01-05:00	Maxima	mtest7	diff ( y2 , x , 5 ) = y1 ;	0.0	5.	5.00000E-5	1.00000E-5	16	16	30	0.0	2.220335032498734200000000000000E-14	5	No Pole	NA	NA	1 Minutes 35 Seconds	91 Days 23 Hours 44 Minutes 38 Seconds	127	mtest7 diffeq.max	mtest7 maxima results	c c++ Maple and Maxima
ditto	ditto	ditto	diff ( y1 , x , 1 ) = m1 * y2 + 1.0;	ditto	ditto	ditto	ditto	ditto	16	ditto	0.0	0.0	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T22:03:45-05:00	c	mtest8	diff ( y2 , x , 4 ) = y1 - 1.0;	0.1	5.1	0.10061	1e-05	16	15	30	2.01887e-14	2.01778e-14	61	No Pole	NA	NA	1 Minutes 1 Seconds	5 Days 16 Hours 37 Minutes 54 Seconds	127	mtest8 diffeq.c	mtest8 c results	c c++ Maple and Maxima
ditto	ditto	ditto	diff ( y1 , x , 1 ) = m1 * diff ( y2 , x , 3 ) ;	ditto	ditto	ditto	ditto	ditto	3	ditto	0.000904678	0.0551537	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T22:03:47-05:00	c++	mtest8	diff ( y2 , x , 4 ) = y1 - 1.0;	0.1	5.1	0.101	1e-05	16	15	30	2.01887e-14	2.01707e-14	100	No Pole	NA	NA	Unknown	Unknown	127	mtest8 diffeq.cpp	mtest8 c++ results	c c++ Maple and Maxima
ditto	ditto	ditto	diff ( y1 , x , 1 ) = m1 * diff ( y2 , x , 3 ) ;	ditto	ditto	ditto	ditto	ditto	3	ditto	0.000904678	0.0903823	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T22:03:50-05:00	Maple	mtest8	diff ( y2 , x , 4 ) = y1 - 1.0;	0.1	5.1	0.101	1e-05	32	17	30	7.53926e-26	7.53211e-16	100	No Pole	NA	NA	18 Seconds	1 Days 0 Hours 54 Minutes 30 Seconds	127	mtest8 diffeq.mxt	mtest8 maple results	c c++ Maple and Maxima
ditto	ditto	ditto	diff ( y1 , x , 1 ) = m1 * diff ( y2 , x , 3 ) ;	ditto	ditto	ditto	ditto	ditto	3	ditto	0.000904678	0.0903823	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T22:04:12-05:00	Maxima	mtest8	diff ( y2 , x , 4 ) = y1 - 1.0;	0.1	5.1	0.10006999999999998	1.00000E-5	16	16	30	2.01887479300432900000000000000E-14	2.01876521348818280000000000000E-14	7	No Pole	NA	NA	1 Minutes 8 Seconds	49 Days 16 Hours 25 Minutes 12 Seconds	127	mtest8 diffeq.max	mtest8 maxima results	c c++ Maple and Maxima
ditto	ditto	ditto	diff ( y1 , x , 1 ) = m1 * diff ( y2 , x , 3 ) ;	ditto	ditto	ditto	ditto	ditto	5	ditto	9.0467760794208070000E-4	6.332380464214462000E-3	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T22:05:31-05:00	c	mtest9	diff(y1,x,1) = diff(y2,x,5);	0.5	10	0.50068	1e-05	16	3	30	0.000353944	0.0240581	68	No Pole	NA	NA	1 Minutes 0 Seconds	9 Days 13 Hours 27 Minutes 6 Seconds	127	mtest9 diffeq.c	mtest9 c results	c c++ Maple and Maxima
ditto	ditto	ditto	diff(y2,x,1) = y1 - 2.0;	ditto	ditto	ditto	ditto	ditto	15	ditto	0	5.93309e-14	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T22:05:34-05:00	c++	mtest9	diff(y1,x,1) = diff(y2,x,5);	0.5	10	0.50067	1e-05	16	3	30	0.000353944	0.0237044	67	No Pole	NA	NA	1 Minutes 1 Seconds	9 Days 16 Hours 49 Minutes 35 Seconds	127	mtest9 diffeq.cpp	mtest9 c++ results	c c++ Maple and Maxima
ditto	ditto	ditto	diff(y2,x,1) = y1 - 2.0;	ditto	ditto	ditto	ditto	ditto	15	ditto	0	5.93311e-14	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T22:05:37-05:00	Maple	mtest9	diff(y1,x,1) = diff(y2,x,5);	0.5	10	0.501	1e-05	32	3	30	0.000353944	0.0353724	100	No Pole	NA	NA	13 Seconds	1 Days 10 Hours 30 Minutes 1 Seconds	127	mtest9 diffeq.mxt	mtest9 maple results	c c++ Maple and Maxima
ditto	ditto	ditto	diff(y2,x,1) = y1 - 2.0;	ditto	ditto	ditto	ditto	ditto	17	ditto	3.55927e-26	3.55904e-16	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T22:05:53-05:00	Maxima	mtest9	diff(y1,x,1) = diff(y2,x,5);	0.5	10.	0.5000899999999996	1.00000E-5	16	5	30	3.53943703876705150000E-4	3.185333528605563000E-3	9	No Pole	NA	NA	1 Minutes 6 Seconds	72 Days 22 Hours 50 Minutes 49 Seconds	127	mtest9 diffeq.max	mtest9 maxima results	c c++ Maple and Maxima
ditto	ditto	ditto	diff(y2,x,1) = y1 - 2.0;	ditto	ditto	ditto	ditto	ditto	16	ditto	0.0	1.978195109126267600000000000000E-14	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T22:07:08-05:00	c	mtest9_rev	diff(y2,x,1) = y1 - 2.0;	0.5	10	0.50068	1e-05	16	15	30	0	5.93309e-14	68	No Pole	NA	NA	1 Minutes 0 Seconds	9 Days 13 Hours 27 Minutes 6 Seconds	127	mtest9_rev diffeq.c	mtest9_rev c results	c c++ Maple and Maxima
ditto	ditto	ditto	diff(y1,x,1) = diff(y2,x,5);	ditto	ditto	ditto	ditto	ditto	3	ditto	0.000353944	0.0240581	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T22:07:11-05:00	c++	mtest9_rev	diff(y2,x,1) = y1 - 2.0;	0.5	10	0.50066	1e-05	16	15	30	0	5.93314e-14	66	No Pole	NA	NA	59 Seconds	9 Days 12 Hours 25 Minutes 30 Seconds	127	mtest9_rev diffeq.cpp	mtest9_rev c++ results	c c++ Maple and Maxima
ditto	ditto	ditto	diff(y1,x,1) = diff(y2,x,5);	ditto	ditto	ditto	ditto	ditto	3	ditto	0.000353944	0.0233508	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T22:07:14-05:00	Maple	mtest9_rev	diff(y2,x,1) = y1 - 2.0;	0.5	10	0.501	1e-05	32	17	30	3.55927e-26	3.55904e-16	100	No Pole	NA	NA	13 Seconds	1 Days 11 Hours 11 Minutes 5 Seconds	127	mtest9_rev diffeq.mxt	mtest9_rev maple results	c c++ Maple and Maxima
ditto	ditto	ditto	diff(y1,x,1) = diff(y2,x,5);	ditto	ditto	ditto	ditto	ditto	3	ditto	0.000353944	0.0353724	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T22:07:30-05:00	Maxima	mtest9_rev	diff(y2,x,1) = y1 - 2.0;	0.5	10.	0.5000899999999996	1.00000E-5	16	16	30	0.0	1.978195109126267600000000000000E-14	9	No Pole	NA	NA	1 Minutes 5 Seconds	72 Days 9 Hours 30 Minutes 13 Seconds	127	mtest9_rev diffeq.max	mtest9_rev maxima results	c c++ Maple and Maxima
ditto	ditto	ditto	diff(y1,x,1) = diff(y2,x,5);	ditto	ditto	ditto	ditto	ditto	5	ditto	3.53943703876705150000E-4	3.185333528605563000E-3	ditto	No Pole	NA	NA	ditto	ditto	ditto	ditto	ditto	ditto
2012-09-02T22:08:44-05:00	c	mult2	diff ( y , x , 1 ) = sin(x) * cos(x) ;	0.1	10	0.101	1e-05	16	15	30	1.47539e-14	1.4753e-14	100	No Pole	NA	NA	Unknown	Unknown	127	mult2 diffeq.c	mult2 c results	c c++ Maple and Maxima
2012-09-02T22:08:46-05:00	c++	mult2	diff ( y , x , 1 ) = sin(x) * cos(x) ;	0.1	10	0.101	1e-05	16	15	30	1.47539e-14	1.4753e-14	100	No Pole	NA	NA	13 Seconds	1 Days 8 Hours 40 Minutes 11 Seconds	127	mult2 diffeq.cpp	mult2 c++ results	c c++ Maple and Maxima
2012-09-02T22:08:48-05:00	Maple	mult2	diff ( y , x , 1 ) = sin(x) * cos(x) ;	0.1	10	0.101	1e-05	32	28	30	5.31567e-29	5.03627e-27	100	No Pole	NA	NA	2 Seconds	7 Hours 44 Minutes 24 Seconds	127	mult2 diffeq.mxt	mult2 maple results	c c++ Maple and Maxima
2012-09-02T22:08:53-05:00	Maxima	mult2	diff ( y , x , 1 ) = sin(x) * cos(x) ;	0.1	10.	0.10085999999999967	1.00000E-5	16	16	30	1.475394777906558800000000000000E-14	1.475311652981252000000000000000E-14	86	No Pole	NA	NA	59 Seconds	7 Days 20 Hours 38 Minutes 8 Seconds	127	mult2 diffeq.max	mult2 maxima results	c c++ Maple and Maxima
2012-09-02T22:10:00-05:00	c	mult_c_lin	diff ( y , x , 1 ) = 2.0 * (0.2 * x + 0.3);	0.1	5	0.101	1e-05	16	14	30	0	3.76631e-13	100	No Pole	NA	NA	9 Seconds	12 Hours 7 Minutes 34 Seconds	127	mult_c_lin diffeq.c	mult_c_lin c results	c c++ Maple and Maxima
2012-09-02T22:10:02-05:00	c++	mult_c_lin	diff ( y , x , 1 ) = 2.0 * (0.2 * x + 0.3);	0.1	5	0.101	1e-05	16	14	30	0	3.76631e-13	100	No Pole	NA	NA	13 Seconds	17 Hours 30 Minutes 56 Seconds	127	mult_c_lin diffeq.cpp	mult_c_lin c++ results	c c++ Maple and Maxima
2012-09-02T22:10:04-05:00	Maple	mult_c_lin	diff ( y , x , 1 ) = 2.0 * (0.2 * x + 0.3);	0.1	5	0.101	1e-05	32	32	30	0	0	100	No Pole	NA	NA	0 Seconds	58 Minutes 31 Seconds	127	mult_c_lin diffeq.mxt	mult_c_lin maple results	c c++ Maple and Maxima
2012-09-02T22:10:07-05:00	Maxima	mult_c_lin	diff ( y , x , 1 ) = 2.0 * (0.2 * x + 0.3);	0.1	5.	0.10099999999999962	1.00000E-5	16	15	30	0.0	3.9878573270944420000000000000E-13	100	No Pole	NA	NA	42 Seconds	2 Days 9 Hours 16 Minutes 28 Seconds	127	mult_c_lin diffeq.max	mult_c_lin maxima results	c c++ Maple and Maxima
2012-09-02T22:10:56-05:00	c	mult_c_sin	diff ( y , x , 1 ) = 2.0 * sin(x);	0.1	5	0.101	1e-05	16	15	30	1.1158e-14	6.69546e-14	100	No Pole	NA	NA	14 Seconds	18 Hours 51 Minutes 46 Seconds	127	mult_c_sin diffeq.c	mult_c_sin c results	c c++ Maple and Maxima
2012-09-02T22:10:58-05:00	c++	mult_c_sin	diff ( y , x , 1 ) = 2.0 * sin(x);	0.1	5	0.101	1e-05	16	15	30	1.1158e-14	6.69546e-14	100	No Pole	NA	NA	11 Seconds	14 Hours 49 Minutes 15 Seconds	127	mult_c_sin diffeq.cpp	mult_c_sin c++ results	c c++ Maple and Maxima
2012-09-02T22:11:00-05:00	Maple	mult_c_sin	diff ( y , x , 1 ) = 2.0 * sin(x);	0.1	5	0.101	1e-05	32	29	30	1.00502e-29	4.92510e-28	100	No Pole	NA	NA	1 Seconds	1 Hours 48 Minutes 0 Seconds	127	mult_c_sin diffeq.mxt	mult_c_sin maple results	c c++ Maple and Maxima
2012-09-02T22:11:03-05:00	Maxima	mult_c_sin	diff ( y , x , 1 ) = 2.0 * sin(x);	0.1	5.	0.10099999999999962	1.00000E-5	16	16	30	1.115798483426645700000000000000E-14	6.69545931736112100000000000000E-14	100	No Pole	NA	NA	40 Seconds	2 Days 6 Hours 9 Minutes 56 Seconds	127	mult_c_sin diffeq.max	mult_c_sin maxima results	c c++ Maple and Maxima
2012-09-02T22:11:50-05:00	c	mult_div_sinh_cosh_tanh	diff ( y , x , 1 ) = sinh(0.1) * cosh(0.05) / tanh(0.02);	0.1	5	0.101	1e-05	16	14	30	2.21347e-14	6.35613e-13	100	No Pole	NA	NA	10 Seconds	13 Hours 28 Minutes 24 Seconds	127	mult_div_sinh_cosh_tanh diffeq.c	mult_div_sinh_cosh_tanh c results	c c++ Maple and Maxima
2012-09-02T22:11:52-05:00	c++	mult_div_sinh_cosh_tanh	diff ( y , x , 1 ) = sinh(0.1) * cosh(0.05) / tanh(0.02);	0.1	5	0.101	1e-05	16	14	30	2.21347e-14	6.35613e-13	100	No Pole	NA	NA	12 Seconds	14 Hours 49 Minutes 15 Seconds	127	mult_div_sinh_cosh_tanh diffeq.cpp	mult_div_sinh_cosh_tanh c++ results	c c++ Maple and Maxima
2012-09-02T22:11:54-05:00	Maple	mult_div_sinh_cosh_tanh	diff ( y , x , 1 ) = sinh(0.1) * cosh(0.05) / tanh(0.02);	0.1	5	0.101	1e-05	32	30	30	0	3.15867e-29	100	No Pole	NA	NA	0 Seconds	1 Hours 9 Minutes 55 Seconds	127	mult_div_sinh_cosh_tanh diffeq.mxt	mult_div_sinh_cosh_tanh maple results	c c++ Maple and Maxima
2012-09-02T22:11:57-05:00	Maxima	mult_div_sinh_cosh_tanh	diff ( y , x , 1 ) = sinh(0.1) * cosh(0.05) / tanh(0.02);	0.1	5.	0.10099999999999962	1.00000E-5	16	15	30	2.213465068433798600000000000000E-14	6.356129310225630000000000000E-13	100	No Pole	NA	NA	37 Seconds	2 Days 1 Hours 55 Minutes 26 Seconds	127	mult_div_sinh_cosh_tanh diffeq.max	mult_div_sinh_cosh_tanh maxima results	c c++ Maple and Maxima
2012-09-02T22:12:41-05:00	c	mult_lin_c	diff ( y , x , 1 ) = (0.2 * x + 0.3) * 2.0 ;	0.1	5	0.101	1e-05	16	14	30	0	3.76631e-13	100	No Pole	NA	NA	12 Seconds	16 Hours 10 Minutes 5 Seconds	127	mult_lin_c diffeq.c	mult_lin_c c results	c c++ Maple and Maxima
2012-09-02T22:12:43-05:00	c++	mult_lin_c	diff ( y , x , 1 ) = (0.2 * x + 0.3) * 2.0 ;	0.1	5	0.101	1e-05	16	14	30	0	3.76631e-13	100	No Pole	NA	NA	15 Seconds	20 Hours 12 Minutes 37 Seconds	127	mult_lin_c diffeq.cpp	mult_lin_c c++ results	c c++ Maple and Maxima
2012-09-02T22:12:46-05:00	Maple	mult_lin_c	diff ( y , x , 1 ) = (0.2 * x + 0.3) * 2.0 ;	0.1	5	0.101	1e-05	32	32	30	0	0	100	No Pole	NA	NA	0 Seconds	56 Minutes 35 Seconds	127	mult_lin_c diffeq.mxt	mult_lin_c maple results	c c++ Maple and Maxima
2012-09-02T22:12:48-05:00	Maxima	mult_lin_c	diff ( y , x , 1 ) = (0.2 * x + 0.3) * 2.0 ;	0.1	5.	0.10099999999999962	1.00000E-5	16	15	30	0.0	3.9878573270944420000000000000E-13	100	No Pole	NA	NA	37 Seconds	2 Days 2 Hours 56 Minutes 21 Seconds	127	mult_lin_c diffeq.max	mult_lin_c maxima results	c c++ Maple and Maxima
2012-09-02T22:13:33-05:00	c	mult_lin_lin	diff ( y , x , 1 ) = (0.1 * x + 0.2) * (0.2 * x + 0.3);	0.1	5	0.101	1e-05	16	14	30	0	3.37552e-13	100	No Pole	NA	NA	9 Seconds	12 Hours 7 Minutes 34 Seconds	127	mult_lin_lin diffeq.c	mult_lin_lin c results	c c++ Maple and Maxima
2012-09-02T22:13:35-05:00	c++	mult_lin_lin	diff ( y , x , 1 ) = (0.1 * x + 0.2) * (0.2 * x + 0.3);	0.1	5	0.101	1e-05	16	14	30	0	3.37552e-13	100	No Pole	NA	NA	9 Seconds	12 Hours 7 Minutes 34 Seconds	127	mult_lin_lin diffeq.cpp	mult_lin_lin c++ results	c c++ Maple and Maxima
2012-09-02T22:13:37-05:00	Maple	mult_lin_lin	diff ( y , x , 1 ) = (0.1 * x + 0.2) * (0.2 * x + 0.3);	0.1	5	0.101	1e-05	32	30	30	1.57299e-30	5.29273e-29	100	No Pole	NA	NA	0 Seconds	1 Hours 10 Minutes 53 Seconds	127	mult_lin_lin diffeq.mxt	mult_lin_lin maple results	c c++ Maple and Maxima
2012-09-02T22:13:40-05:00	Maxima	mult_lin_lin	diff ( y , x , 1 ) = (0.1 * x + 0.2) * (0.2 * x + 0.3);	0.1	5.	0.10099999999999962	1.00000E-5	16	15	30	0.0	3.2405034026483287000000000000E-13	100	No Pole	NA	NA	38 Seconds	2 Days 3 Hours 37 Minutes 14 Seconds	127	mult_lin_lin diffeq.max	mult_lin_lin maxima results	c c++ Maple and Maxima
2012-09-02T22:14:26-05:00	c	mult_lin_sin	diff ( y , x , 1 ) = (0.2 * x + 0.3) * sin(x);	0.1	5	0.101	1e-05	16	15	30	0	5.58083e-14	100	No Pole	NA	NA	10 Seconds	12 Hours 7 Minutes 34 Seconds	127	mult_lin_sin diffeq.c	mult_lin_sin c results	c c++ Maple and Maxima
2012-09-02T22:14:28-05:00	c++	mult_lin_sin	diff ( y , x , 1 ) = (0.2 * x + 0.3) * sin(x);	0.1	5	0.101	1e-05	16	15	30	0	5.58083e-14	100	No Pole	NA	NA	10 Seconds	12 Hours 7 Minutes 34 Seconds	127	mult_lin_sin diffeq.cpp	mult_lin_sin c++ results	c c++ Maple and Maxima
2012-09-02T22:14:30-05:00	Maple	mult_lin_sin	diff ( y , x , 1 ) = (0.2 * x + 0.3) * sin(x);	0.1	5	0.101	1e-05	32	29	30	1.00525e-29	6.73587e-28	100	No Pole	NA	NA	1 Seconds	2 Hours 0 Minutes 32 Seconds	127	mult_lin_sin diffeq.mxt	mult_lin_sin maple results	c c++ Maple and Maxima
2012-09-02T22:14:33-05:00	Maxima	mult_lin_sin	diff ( y , x , 1 ) = (0.2 * x + 0.3) * sin(x);	0.1	5.	0.10099999999999962	1.00000E-5	16	16	30	3.720158549934089500000000000000E-14	5.58083243036850400000000000000E-14	100	No Pole	NA	NA	40 Seconds	2 Days 6 Hours 4 Minutes 43 Seconds	127	mult_lin_sin diffeq.max	mult_lin_sin maxima results	c c++ Maple and Maxima
2012-09-02T22:15:20-05:00	c	mult	diff ( y , x , 1 ) = x * x ;	0.1	10	0.101	1e-05	16	16	30	0	0	100	No Pole	NA	NA	9 Seconds	1 Days 0 Hours 30 Minutes 8 Seconds	127	mult diffeq.c	mult c results	c c++ Maple and Maxima
2012-09-02T22:15:22-05:00	c++	mult	diff ( y , x , 1 ) = x * x ;	0.1	10	0.101	1e-05	16	16	30	0	0	100	No Pole	NA	NA	9 Seconds	1 Days 0 Hours 30 Minutes 8 Seconds	127	mult diffeq.cpp	mult c++ results	c c++ Maple and Maxima
2012-09-02T22:15:24-05:00	Maple	mult	diff ( y , x , 1 ) = x * x ;	0.1	10	0.101	1e-05	32	29	30	9.99667e-30	3.39883e-28	100	No Pole	NA	NA	0 Seconds	2 Hours 8 Minutes 52 Seconds	127	mult diffeq.mxt	mult maple results	c c++ Maple and Maxima
2012-09-02T22:15:27-05:00	Maxima	mult	diff ( y , x , 1 ) = x * x ;	0.1	10.	0.10099999999999962	1.00000E-5	16	16	30	0.0	0.0	100	No Pole	NA	NA	38 Seconds	4 Days 8 Hours 10 Minutes 52 Seconds	127	mult diffeq.max	mult maxima results	c c++ Maple and Maxima
2012-09-02T22:16:12-05:00	c	mult_sin_c	diff ( y , x , 1 ) = sin(x) * 2.0;	0.1	5	0.101	1e-05	16	15	30	1.1158e-14	6.69546e-14	100	No Pole	NA	NA	10 Seconds	13 Hours 28 Minutes 24 Seconds	127	mult_sin_c diffeq.c	mult_sin_c c results	c c++ Maple and Maxima
2012-09-02T22:16:13-05:00	c++	mult_sin_c	diff ( y , x , 1 ) = sin(x) * 2.0;	0.1	5	0.101	1e-05	16	15	30	1.1158e-14	6.69546e-14	100	No Pole	NA	NA	17 Seconds	22 Hours 54 Minutes 18 Seconds	127	mult_sin_c diffeq.cpp	mult_sin_c c++ results	c c++ Maple and Maxima
2012-09-02T22:16:17-05:00	Maple	mult_sin_c	diff ( y , x , 1 ) = sin(x) * 2.0;	0.1	5	0.101	1e-05	32	29	30	1.00502e-29	4.92510e-28	100	No Pole	NA	NA	1 Seconds	1 Hours 55 Minutes 45 Seconds	127	mult_sin_c diffeq.mxt	mult_sin_c maple results	c c++ Maple and Maxima
2012-09-02T22:16:20-05:00	Maxima	mult_sin_c	diff ( y , x , 1 ) = sin(x) * 2.0;	0.1	5.	0.10099999999999962	1.00000E-5	16	16	30	1.115798483426645700000000000000E-14	6.69545931736112100000000000000E-14	100	No Pole	NA	NA	43 Seconds	2 Days 10 Hours 55 Minutes 6 Seconds	127	mult_sin_c diffeq.max	mult_sin_c maxima results	c c++ Maple and Maxima
2012-09-02T22:17:11-05:00	c	mult_sin_lin	diff ( y , x , 1 ) = sin(x) * (0.2 * x + 0.3);	0.1	5	0.101	1e-05	16	14	30	1.86008e-14	1.48822e-13	100	No Pole	NA	NA	10 Seconds	13 Hours 28 Minutes 24 Seconds	127	mult_sin_lin diffeq.c	mult_sin_lin c results	c c++ Maple and Maxima
2012-09-02T22:17:13-05:00	c++	mult_sin_lin	diff ( y , x , 1 ) = sin(x) * (0.2 * x + 0.3);	0.1	5	0.101	1e-05	16	14	30	1.86008e-14	1.48822e-13	100	No Pole	NA	NA	10 Seconds	13 Hours 28 Minutes 24 Seconds	127	mult_sin_lin diffeq.cpp	mult_sin_lin c++ results	c c++ Maple and Maxima
2012-09-02T22:17:15-05:00	Maple	mult_sin_lin	diff ( y , x , 1 ) = sin(x) * (0.2 * x + 0.3);	0.1	5	0.101	1e-05	32	14	30	1.78418e-15	1.79373e-13	100	No Pole	NA	NA	1 Seconds	1 Hours 54 Minutes 8 Seconds	127	mult_sin_lin diffeq.mxt	mult_sin_lin maple results	c c++ Maple and Maxima
2012-09-02T22:17:19-05:00	Maxima	mult_sin_lin	diff ( y , x , 1 ) = sin(x) * (0.2 * x + 0.3);	0.1	5.	0.10099999999999962	1.00000E-5	16	15	30	1.860079274967044700000000000000E-14	1.48822198143160100000000000000E-13	100	No Pole	NA	NA	40 Seconds	2 Days 5 Hours 59 Minutes 38 Seconds	127	mult_sin_lin diffeq.max	mult_sin_lin maxima results	c c++ Maple and Maxima
2012-09-02T22:18:06-05:00	c	mult_sin_sin	diff ( y , x , 1 ) = sin(x) * sin(x);	0.1	5	0.101	1e-05	16	13	30	1.04261e-12	1.61333e-12	100	No Pole	NA	NA	14 Seconds	18 Hours 51 Minutes 46 Seconds	127	mult_sin_sin diffeq.c	mult_sin_sin c results	c c++ Maple and Maxima
2012-09-02T22:18:08-05:00	c++	mult_sin_sin	diff ( y , x , 1 ) = sin(x) * sin(x);	0.1	5	0.101	1e-05	16	13	30	1.04261e-12	1.61333e-12	100	No Pole	NA	NA	13 Seconds	17 Hours 30 Minutes 56 Seconds	127	mult_sin_sin diffeq.cpp	mult_sin_sin c++ results	c c++ Maple and Maxima
2012-09-02T22:18:10-05:00	Maple	mult_sin_sin	diff ( y , x , 1 ) = sin(x) * sin(x);	0.1	5	0.101	1e-05	32	25	30	4.64529e-26	4.53093e-24	100	No Pole	NA	NA	2 Seconds	3 Hours 50 Minutes 57 Seconds	127	mult_sin_sin diffeq.mxt	mult_sin_sin maple results	c c++ Maple and Maxima
2012-09-02T22:18:15-05:00	Maxima	mult_sin_sin	diff ( y , x , 1 ) = sin(x) * sin(x);	0.1	5.	0.10087999999999966	1.00000E-5	16	15	30	1.0426055403375399000000000000E-12	7.4605037955761280000000000000E-13	88	No Pole	NA	NA	1 Minutes 0 Seconds	3 Days 20 Hours 13 Minutes 22 Seconds	127	mult_sin_sin diffeq.max	mult_sin_sin maxima results	c c++ Maple and Maxima
2012-09-02T22:19:22-05:00	c	nonlinear1	diff ( y , x , 1 ) = y * y;	0	0.5	0.001	1e-05	16	15	30	0	8.8729e-14	100	No Pole	NA	NA	12 Seconds	1 Hours 30 Minutes 34 Seconds	127	nonlinear1 diffeq.c	nonlinear1 c results	c c++ Maple and Maxima
2012-09-02T22:19:24-05:00	c++	nonlinear1	diff ( y , x , 1 ) = y * y;	0	0.5	0.001	1e-05	16	15	30	0	8.8729e-14	100	No Pole	NA	NA	13 Seconds	1 Hours 38 Minutes 48 Seconds	127	nonlinear1 diffeq.cpp	nonlinear1 c++ results	c c++ Maple and Maxima
2012-09-02T22:19:26-05:00	Maple	nonlinear1	diff ( y , x , 1 ) = y * y;	0	0.5	0.001	1e-05	32	26	30	3.49996e-27	3.51258e-25	100	No Pole	NA	NA	2 Seconds	20 Minutes 31 Seconds	127	nonlinear1 diffeq.mxt	nonlinear1 maple results	c c++ Maple and Maxima
2012-09-02T22:19:30-05:00	Maxima	nonlinear1	diff ( y , x , 1 ) = y * y;	0.0	0.5	9.2000000000000180000E-4	1.00000E-5	16	16	30	0.0	8.87361295554001100000000000000E-14	92	No Pole	NA	NA	1 Minutes 0 Seconds	8 Hours 58 Minutes 7 Seconds	127	nonlinear1 diffeq.max	nonlinear1 maxima results	c c++ Maple and Maxima
2012-09-02T22:20:37-05:00	c	nonlinear2	diff ( y , x , 1 ) = y * y;	0	0.2	0.001	1e-05	16	15	30	0	2.21601e-14	100	No Pole	NA	NA	12 Seconds	39 Minutes 24 Seconds	127	nonlinear2 diffeq.c	nonlinear2 c results	c c++ Maple and Maxima
2012-09-02T22:20:39-05:00	c++	nonlinear2	diff ( y , x , 1 ) = y * y;	0	0.2	0.001	1e-05	16	15	30	0	2.21601e-14	100	No Pole	NA	NA	12 Seconds	36 Minutes 7 Seconds	127	nonlinear2 diffeq.cpp	nonlinear2 c++ results	c c++ Maple and Maxima
2012-09-02T22:20:41-05:00	Maple	nonlinear2	diff ( y , x , 1 ) = y * y;	0	0.2	0.001	1e-05	32	24	30	2.24066e-25	2.25625e-23	100	No Pole	NA	NA	2 Seconds	8 Minutes 22 Seconds	127	nonlinear2 diffeq.mxt	nonlinear2 maple results	c c++ Maple and Maxima
2012-09-02T22:20:45-05:00	Maxima	nonlinear2	diff ( y , x , 1 ) = y * y;	0.0	0.2	9.4000000000000180000E-4	1.00000E-5	16	16	30	0.0	2.216271610677722500000000000000E-14	94	No Pole	NA	NA	1 Minutes 0 Seconds	3 Hours 30 Minutes 40 Seconds	127	nonlinear2 diffeq.max	nonlinear2 maxima results	c c++ Maple and Maxima
2012-09-02T22:21:53-05:00	c	sing2	diff ( y , x , 1 ) = 1.0/ (x * x + 1.0) ;	-2	1	-1.999	1e-05	16	15	30	2.00556e-14	8.02366e-14	100	Complex	2.24291	2.18179	13 Seconds	10 Hours 43 Minutes 20 Seconds	127	sing2 diffeq.c	sing2 c results	c c++ Maple and Maxima
2012-09-02T22:21:55-05:00	c++	sing2	diff ( y , x , 1 ) = 1.0/ (x * x + 1.0) ;	-2	1	-1.999	1e-05	16	15	30	2.00556e-14	8.02366e-14	100	Complex	2.24291	2.18179	12 Seconds	9 Hours 53 Minutes 51 Seconds	127	sing2 diffeq.cpp	sing2 c++ results	c c++ Maple and Maxima
2012-09-02T22:21:57-05:00	Maple	sing2	diff ( y , x , 1 ) = 1.0/ (x * x + 1.0) ;	-2	1	-1.999	1e-05	32	29	30	9.03223e-30	1.44541e-28	100	Complex	2.24291	2.18179	1 Seconds	1 Hours 34 Minutes 1 Seconds	127	sing2 diffeq.mxt	sing2 maple results	c c++ Maple and Maxima
2012-09-02T22:22:01-05:00	Maxima	sing2	diff ( y , x , 1 ) = 1.0/ (x * x + 1.0) ;	-2.	1.	-1.9991999999999948	1.00000E-5	16	16	30	0.0	6.01753057539108100000000000000E-14	80	Complex	2.2430884871203145	2.1817975474820805	59 Seconds	2 Days 13 Hours 17 Minutes 34 Seconds	127	sing2 diffeq.max	sing2 maxima results	c c++ Maple and Maxima
2012-09-02T22:23:08-05:00	c	sing3	diff ( y , x , 1 ) = m1 * 2.0 / x / x / x ;	-1	-0.7	-0.999	1e-05	16	14	30	0	9.30723e-13	100	Real	1.00055	2.08166	19 Seconds	1 Hours 28 Minutes 48 Seconds	127	sing3 diffeq.c	sing3 c results	c c++ Maple and Maxima
2012-09-02T22:23:10-05:00	c++	sing3	diff ( y , x , 1 ) = m1 * 2.0 / x / x / x ;	-1	-0.7	-0.999	1e-05	16	14	30	0	9.30723e-13	100	Real	1.00055	2.08166	21 Seconds	1 Hours 43 Minutes 36 Seconds	127	sing3 diffeq.cpp	sing3 c++ results	c c++ Maple and Maxima
2012-09-02T22:23:12-05:00	Maple	sing3	diff ( y , x , 1 ) = m1 * 2.0 / x / x / x ;	-1	-0.7	-0.999	1e-05	32	25	30	1.72997e-26	1.73342e-24	100	Real	1.00055	2.08166	2 Seconds	11 Minutes 30 Seconds	127	sing3 diffeq.mxt	sing3 maple results	c c++ Maple and Maxima
2012-09-02T22:23:16-05:00	Maxima	sing3	diff ( y , x , 1 ) = m1 * 2.0 / x / x / x ;	-1.	-0.7	-0.9994500000000025	1.00000E-5	16	15	30	0.0	5.5450105757026970000000000000E-13	55	Real	1.0010000000000054	2.081664098613338	1 Minutes 1 Seconds	9 Hours 4 Minutes 5 Seconds	127	sing3 diffeq.max	sing3 maxima results	c c++ Maple and Maxima
2012-09-02T22:24:24-05:00	c	sing4	diff ( y , x , 1 ) = m1 * 2.0 * x / (x * x + 1.0) /( x * x + 1.0);	-2	1	-1.999	1e-05	16	14	30	0	5.13067e-13	100	Complex	2.25812	3.57121	16 Seconds	13 Hours 11 Minutes 48 Seconds	127	sing4 diffeq.c	sing4 c results	c c++ Maple and Maxima
2012-09-02T22:24:26-05:00	c++	sing4	diff ( y , x , 1 ) = m1 * 2.0 * x / (x * x + 1.0) /( x * x + 1.0);	-2	1	-1.999	1e-05	16	14	30	0	5.13067e-13	100	Complex	2.25812	3.57121	16 Seconds	13 Hours 11 Minutes 48 Seconds	127	sing4 diffeq.cpp	sing4 c++ results	c c++ Maple and Maxima
2012-09-02T22:24:28-05:00	Maple	sing4	diff ( y , x , 1 ) = m1 * 2.0 * x / (x * x + 1.0) /( x * x + 1.0);	-2	1	-1.999	1e-05	32	29	30	4.99996e-30	6.44484e-28	100	Complex	2.25812	3.57121	2 Seconds	1 Hours 57 Minutes 32 Seconds	127	sing4 diffeq.mxt	sing4 maple results	c c++ Maple and Maxima
2012-09-02T22:24:33-05:00	Maxima	sing4	diff ( y , x , 1 ) = m1 * 2.0 * x / (x * x + 1.0) /( x * x + 1.0);	-2.	1.	-1.9993399999999957	1.00000E-5	16	15	30	0.0	3.32891077077234140000000000000E-13	66	Complex	2.2584320903154778	3.5713419913167037	1 Minutes 0 Seconds	3 Days 2 Hours 43 Minutes 13 Seconds	127	sing4 diffeq.max	sing4 maxima results	c c++ Maple and Maxima
2012-09-02T22:25:40-05:00	c	sing5	diff ( y , x , 1 ) = m1 * 3.0 / x / x / x / x ;	-1	-0.7	-0.999	1e-05	16	13	30	2.22038e-14	1.30614e-12	100	Real	1.00055	2.08166	22 Seconds	1 Hours 43 Minutes 36 Seconds	127	sing5 diffeq.c	sing5 c results	c c++ Maple and Maxima
2012-09-02T22:25:42-05:00	c++	sing5	diff ( y , x , 1 ) = m1 * 3.0 / x / x / x / x ;	-1	-0.7	-0.999	1e-05	16	13	30	2.22038e-14	1.30614e-12	100	Real	1.00055	2.08166	21 Seconds	1 Hours 43 Minutes 36 Seconds	127	sing5 diffeq.cpp	sing5 c++ results	c c++ Maple and Maxima
2012-09-02T22:25:44-05:00	Maple	sing5	diff ( y , x , 1 ) = m1 * 3.0 / x / x / x / x ;	-1	-0.7	-0.999	1e-05	32	25	30	6.01982e-26	6.02884e-24	100	Real	1.00055	2.08166	2 Seconds	12 Minutes 50 Seconds	127	sing5 diffeq.mxt	sing5 maple results	c c++ Maple and Maxima
2012-09-02T22:25:49-05:00	Maxima	sing5	diff ( y , x , 1 ) = m1 * 3.0 / x / x / x / x ;	-1.	-0.7	-0.999550000000002	1.00000E-5	16	15	30	2.220379436534967700000000000000E-14	6.6523493874074280000000000000E-13	45	Real	1.0011001540832094	2.08166409861332	1 Minutes 1 Seconds	11 Hours 6 Minutes 24 Seconds	127	sing5 diffeq.max	sing5 maxima results	c c++ Maple and Maxima
2012-09-02T22:26:57-05:00	c	sinh_sqrt	diff ( y , x , 1 ) = sinh(sqrt(0.1 * x + 0.2));	0.1	5	0.101	1e-05	16	14	30	1.69464e-14	1.35474e-13	100	No Pole	NA	NA	22 Seconds	1 Days 4 Hours 17 Minutes 40 Seconds	127	sinh_sqrt diffeq.c	sinh_sqrt c results	c c++ Maple and Maxima
2012-09-02T22:26:59-05:00	c++	sinh_sqrt	diff ( y , x , 1 ) = sinh(sqrt(0.1 * x + 0.2));	0.1	5	0.101	1e-05	16	14	30	1.69464e-14	1.35474e-13	100	No Pole	NA	NA	16 Seconds	21 Hours 33 Minutes 27 Seconds	127	sinh_sqrt diffeq.cpp	sinh_sqrt c++ results	c c++ Maple and Maxima
2012-09-02T22:27:02-05:00	Maple	sinh_sqrt	diff ( y , x , 1 ) = sinh(sqrt(0.1 * x + 0.2));	0.1	5	0.101	1e-05	32	30	30	8.39516e-29	7.16890e-29	100	No Pole	NA	NA	6 Seconds	8 Hours 45 Minutes 42 Seconds	127	sinh_sqrt diffeq.mxt	sinh_sqrt maple results	c c++ Maple and Maxima
2012-09-02T22:27:11-05:00	Maxima	sinh_sqrt	diff ( y , x , 1 ) = sinh(sqrt(0.1 * x + 0.2));	0.1	5.	0.10038999999999985	1.00000E-5	16	16	30	8.47317962656666400000000000000E-14	0.0	39	No Pole	NA	NA	1 Minutes 1 Seconds	8 Days 18 Hours 3 Minutes 14 Seconds	127	sinh_sqrt diffeq.max	sinh_sqrt maxima results	c c++ Maple and Maxima
2012-09-02T22:28:21-05:00	c	sin	diff ( y , x , 1 ) = sin(x);	0.1	5	0.101	1e-05	16	15	30	0	2.20919e-14	100	No Pole	NA	NA	9 Seconds	12 Hours 7 Minutes 34 Seconds	127	sin diffeq.c	sin c results	c c++ Maple and Maxima
2012-09-02T22:28:25-05:00	c++	sin	diff ( y , x , 1 ) = sin(x);	0.1	5	0.101	1e-05	16	15	30	0	2.20919e-14	100	No Pole	NA	NA	10 Seconds	13 Hours 28 Minutes 24 Seconds	127	sin diffeq.cpp	sin c++ results	c c++ Maple and Maxima
2012-09-02T22:28:28-05:00	Maple	sin	diff ( y , x , 1 ) = sin(x);	0.1	5	0.101	1e-05	32	29	30	0	5.37262e-28	100	No Pole	NA	NA	1 Seconds	1 Hours 52 Minutes 41 Seconds	127	sin diffeq.mxt	sin maple results	c c++ Maple and Maxima
2012-09-02T22:28:37-05:00	Maxima	sin	diff ( y , x , 1 ) = sin(x);	0.1	5.	0.10099999999999962	1.00000E-5	16	16	30	0.0	2.209187663024988500000000000000E-14	100	No Pole	NA	NA	39 Seconds	2 Days 5 Hours 7 Minutes 55 Seconds	127	sin diffeq.max	sin maxima results	c c++ Maple and Maxima
2012-09-02T22:29:24-05:00	c	sin_sqrt_lin	diff ( y , x , 1 ) = sin(sqrt(2.0*x + 3.0));	0.1	5	0.101	1e-05	16	15	30	1.62871e-14	4.88266e-14	100	No Pole	NA	NA	16 Seconds	21 Hours 33 Minutes 27 Seconds	127	sin_sqrt_lin diffeq.c	sin_sqrt_lin c results	c c++ Maple and Maxima
2012-09-02T22:29:26-05:00	c++	sin_sqrt_lin	diff ( y , x , 1 ) = sin(sqrt(2.0*x + 3.0));	0.1	5	0.101	1e-05	16	15	30	1.62871e-14	4.88266e-14	100	No Pole	NA	NA	17 Seconds	21 Hours 33 Minutes 27 Seconds	127	sin_sqrt_lin diffeq.cpp	sin_sqrt_lin c++ results	c c++ Maple and Maxima
2012-09-02T22:29:28-05:00	Maple	sin_sqrt_lin	diff ( y , x , 1 ) = sin(sqrt(2.0*x + 3.0));	0.1	5	0.101	1e-05	32	29	30	0	2.34555e-28	100	No Pole	NA	NA	6 Seconds	9 Hours 23 Minutes 8 Seconds	127	sin_sqrt_lin diffeq.mxt	sin_sqrt_lin maple results	c c++ Maple and Maxima
2012-09-02T22:29:37-05:00	Maxima	sin_sqrt_lin	diff ( y , x , 1 ) = sin(sqrt(2.0*x + 3.0));	0.1	5.	0.10038999999999985	1.00000E-5	16	16	30	1.628705777189958500000000000000E-14	1.628262687509734500000000000000E-14	39	No Pole	NA	NA	1 Minutes 0 Seconds	8 Days 14 Hours 44 Minutes 2 Seconds	127	sin_sqrt_lin diffeq.max	sin_sqrt_lin maxima results	c c++ Maple and Maxima
2012-09-02T22:30:45-05:00	c	sqrt_sqrt	diff ( y , x , 1 ) = sqrt(sqrt(0.1 * x + 0.2));	0.1	0.5	0.101	1e-05	16	15	30	0	5.85381e-14	100	No Pole	NA	NA	34 Seconds	3 Hours 43 Minutes 51 Seconds	127	sqrt_sqrt diffeq.c	sqrt_sqrt c results	c c++ Maple and Maxima
2012-09-02T22:30:47-05:00	c++	sqrt_sqrt	diff ( y , x , 1 ) = sqrt(sqrt(0.1 * x + 0.2));	0.1	0.5	0.101	1e-05	16	15	30	0	5.85381e-14	100	No Pole	NA	NA	16 Seconds	1 Hours 45 Minutes 20 Seconds	127	sqrt_sqrt diffeq.cpp	sqrt_sqrt c++ results	c c++ Maple and Maxima
2012-09-02T22:30:49-05:00	Maple	sqrt_sqrt	diff ( y , x , 1 ) = sqrt(sqrt(0.1 * x + 0.2));	0.1	0.5	0.101	1e-05	32	30	30	0	1.75755e-29	100	No Pole	NA	NA	3 Seconds	26 Minutes 11 Seconds	127	sqrt_sqrt diffeq.mxt	sqrt_sqrt maple results	c c++ Maple and Maxima
2012-09-02T22:30:55-05:00	Maxima	sqrt_sqrt	diff ( y , x , 1 ) = sqrt(sqrt(0.1 * x + 0.2));	0.1	0.5	0.10066999999999975	1.00000E-5	16	16	30	0.0	3.90330908644563200000000000000E-14	67	No Pole	NA	NA	1 Minutes 0 Seconds	9 Hours 51 Minutes 58 Seconds	127	sqrt_sqrt diffeq.max	sqrt_sqrt maxima results	c c++ Maple and Maxima
2012-09-02T22:32:02-05:00	c	sub_c_lin	diff ( y , x , 1 ) = 0.3 - (0.1 * x + 0.2) ;	0.1	5	0.101	1e-05	16	14	30	0	3.79868e-13	100	No Pole	NA	NA	12 Seconds	16 Hours 10 Minutes 5 Seconds	127	sub_c_lin diffeq.c	sub_c_lin c results	c c++ Maple and Maxima
2012-09-02T22:32:04-05:00	c++	sub_c_lin	diff ( y , x , 1 ) = 0.3 - (0.1 * x + 0.2) ;	0.1	5	0.101	1e-05	16	14	30	0	3.79868e-13	100	No Pole	NA	NA	10 Seconds	12 Hours 7 Minutes 34 Seconds	127	sub_c_lin diffeq.cpp	sub_c_lin c++ results	c c++ Maple and Maxima
2012-09-02T22:32:06-05:00	Maple	sub_c_lin	diff ( y , x , 1 ) = 0.3 - (0.1 * x + 0.2) ;	0.1	5	0.101	1e-05	32	32	30	0	0	100	No Pole	NA	NA	0 Seconds	58 Minutes 56 Seconds	127	sub_c_lin diffeq.mxt	sub_c_lin maple results	c c++ Maple and Maxima
2012-09-02T22:32:09-05:00	Maxima	sub_c_lin	diff ( y , x , 1 ) = 0.3 - (0.1 * x + 0.2) ;	0.1	5.	0.10099999999999962	1.00000E-5	16	15	30	0.0	3.7986843513796290000000000000E-13	100	No Pole	NA	NA	37 Seconds	2 Days 2 Hours 22 Minutes 39 Seconds	127	sub_c_lin diffeq.max	sub_c_lin maxima results	c c++ Maple and Maxima
2012-09-02T22:32:53-05:00	c	sub_c_sin	diff ( y , x , 1 ) = 1.0 - sin(x);	0.1	5	0.101	1e-05	16	15	30	0	4.30332e-14	100	No Pole	NA	NA	10 Seconds	13 Hours 28 Minutes 24 Seconds	127	sub_c_sin diffeq.c	sub_c_sin c results	c c++ Maple and Maxima
2012-09-02T22:32:55-05:00	c++	sub_c_sin	diff ( y , x , 1 ) = 1.0 - sin(x);	0.1	5	0.101	1e-05	16	15	30	0	4.30332e-14	100	No Pole	NA	NA	9 Seconds	12 Hours 7 Minutes 34 Seconds	127	sub_c_sin diffeq.cpp	sub_c_sin c++ results	c c++ Maple and Maxima
2012-09-02T22:32:57-05:00	Maple	sub_c_sin	diff ( y , x , 1 ) = 1.0 - sin(x);	0.1	5	0.101	1e-05	32	29	30	0	1.74424e-28	100	No Pole	NA	NA	1 Seconds	1 Hours 55 Minutes 36 Seconds	127	sub_c_sin diffeq.mxt	sub_c_sin maple results	c c++ Maple and Maxima
2012-09-02T22:33:01-05:00	Maxima	sub_c_sin	diff ( y , x , 1 ) = 1.0 - sin(x);	0.1	5.	0.10099999999999962	1.00000E-5	16	16	30	0.0	4.30332368453145260000000000000E-14	100	No Pole	NA	NA	39 Seconds	2 Days 5 Hours 48 Minutes 32 Seconds	127	sub_c_sin diffeq.max	sub_c_sin maxima results	c c++ Maple and Maxima
2012-09-02T22:33:47-05:00	c	sub_full_lin	diff ( y , x , 1 ) = sin(0.3 * x + 0.1) - (0.1 * x + 0.2) ;	0.1	5	0.101	1e-05	16	16	30	0	0	100	No Pole	NA	NA	9 Seconds	12 Hours 7 Minutes 34 Seconds	127	sub_full_lin diffeq.c	sub_full_lin c results	c c++ Maple and Maxima
2012-09-02T22:33:49-05:00	c++	sub_full_lin	diff ( y , x , 1 ) = sin(0.3 * x + 0.1) - (0.1 * x + 0.2) ;	0.1	5	0.101	1e-05	16	16	30	0	0	100	No Pole	NA	NA	9 Seconds	12 Hours 7 Minutes 34 Seconds	127	sub_full_lin diffeq.cpp	sub_full_lin c++ results	c c++ Maple and Maxima
2012-09-02T22:33:52-05:00	Maple	sub_full_lin	diff ( y , x , 1 ) = sin(0.3 * x + 0.1) - (0.1 * x + 0.2) ;	0.1	5	0.101	1e-05	32	31	30	0	6.01361e-30	100	No Pole	NA	NA	1 Seconds	1 Hours 53 Minutes 5 Seconds	127	sub_full_lin diffeq.mxt	sub_full_lin maple results	c c++ Maple and Maxima
2012-09-02T22:33:55-05:00	Maxima	sub_full_lin	diff ( y , x , 1 ) = sin(0.3 * x + 0.1) - (0.1 * x + 0.2) ;	0.1	5.	0.10099999999999962	1.00000E-5	16	16	30	1.335322667800069300000000000000E-14	1.335290762751839600000000000000E-14	100	No Pole	NA	NA	46 Seconds	2 Days 14 Hours 47 Minutes 48 Seconds	127	sub_full_lin diffeq.max	sub_full_lin maxima results	c c++ Maple and Maxima
2012-09-02T22:34:48-05:00	c	sub_lin_c	diff ( y , x , 1 ) = (0.1 * x + 0.2) - 0.3 ;	0.1	5	0.101	1e-05	16	14	30	0	3.79868e-13	100	No Pole	NA	NA	9 Seconds	12 Hours 7 Minutes 34 Seconds	127	sub_lin_c diffeq.c	sub_lin_c c results	c c++ Maple and Maxima
2012-09-02T22:34:50-05:00	c++	sub_lin_c	diff ( y , x , 1 ) = (0.1 * x + 0.2) - 0.3 ;	0.1	5	0.101	1e-05	16	14	30	0	3.79868e-13	100	No Pole	NA	NA	9 Seconds	12 Hours 7 Minutes 34 Seconds	127	sub_lin_c diffeq.cpp	sub_lin_c c++ results	c c++ Maple and Maxima
2012-09-02T22:34:52-05:00	Maple	sub_lin_c	diff ( y , x , 1 ) = (0.1 * x + 0.2) - 0.3 ;	0.1	5	0.101	1e-05	32	32	30	0	0	100	No Pole	NA	NA	0 Seconds	58 Minutes 22 Seconds	127	sub_lin_c diffeq.mxt	sub_lin_c maple results	c c++ Maple and Maxima
2012-09-02T22:34:55-05:00	Maxima	sub_lin_c	diff ( y , x , 1 ) = (0.1 * x + 0.2) - 0.3 ;	0.1	5.	0.10099999999999962	1.00000E-5	16	15	30	0.0	3.7986843513796290000000000000E-13	100	No Pole	NA	NA	37 Seconds	2 Days 2 Hours 12 Minutes 48 Seconds	127	sub_lin_c diffeq.max	sub_lin_c maxima results	c c++ Maple and Maxima
2012-09-02T22:35:39-05:00	c	sub_lin_lin	diff ( y , x , 1 ) = (0.1 * x + 0.2) - (0.3 * x + 0.1) ;	0.1	5	0.101	1e-05	16	14	30	0	3.43892e-13	100	No Pole	NA	NA	9 Seconds	12 Hours 7 Minutes 34 Seconds	127	sub_lin_lin diffeq.c	sub_lin_lin c results	c c++ Maple and Maxima
2012-09-02T22:35:41-05:00	c++	sub_lin_lin	diff ( y , x , 1 ) = (0.1 * x + 0.2) - (0.3 * x + 0.1) ;	0.1	5	0.101	1e-05	16	14	30	0	3.43892e-13	100	No Pole	NA	NA	11 Seconds	14 Hours 49 Minutes 15 Seconds	127	sub_lin_lin diffeq.cpp	sub_lin_lin c++ results	c c++ Maple and Maxima
2012-09-02T22:35:43-05:00	Maple	sub_lin_lin	diff ( y , x , 1 ) = (0.1 * x + 0.2) - (0.3 * x + 0.1) ;	0.1	5	0.101	1e-05	32	32	30	0	0	100	No Pole	NA	NA	0 Seconds	56 Minutes 54 Seconds	127	sub_lin_lin diffeq.mxt	sub_lin_lin maple results	c c++ Maple and Maxima
2012-09-02T22:35:46-05:00	Maxima	sub_lin_lin	diff ( y , x , 1 ) = (0.1 * x + 0.2) - (0.3 * x + 0.1) ;	0.1	5.	0.10099999999999962	1.00000E-5	16	15	30	0.0	3.43891701093433030000000000000E-13	100	No Pole	NA	NA	37 Seconds	2 Days 2 Hours 21 Minutes 9 Seconds	127	sub_lin_lin diffeq.max	sub_lin_lin maxima results	c c++ Maple and Maxima
2012-09-02T22:36:30-05:00	c	sub_lin_sin	diff ( y , x , 1 ) = (0.1 * x + 1.0) - sin(x);	0.1	5	0.101	1e-05	16	14	30	2.02685e-14	1.01259e-13	100	No Pole	NA	NA	10 Seconds	12 Hours 7 Minutes 34 Seconds	127	sub_lin_sin diffeq.c	sub_lin_sin c results	c c++ Maple and Maxima
2012-09-02T22:36:31-05:00	c++	sub_lin_sin	diff ( y , x , 1 ) = (0.1 * x + 1.0) - sin(x);	0.1	5	0.101	1e-05	16	14	30	2.02685e-14	1.01259e-13	100	No Pole	NA	NA	10 Seconds	13 Hours 28 Minutes 24 Seconds	127	sub_lin_sin diffeq.cpp	sub_lin_sin c++ results	c c++ Maple and Maxima
2012-09-02T22:36:33-05:00	Maple	sub_lin_sin	diff ( y , x , 1 ) = (0.1 * x + 1.0) - sin(x);	0.1	5	0.101	1e-05	32	29	30	0	4.92515e-28	100	No Pole	NA	NA	1 Seconds	1 Hours 53 Minutes 44 Seconds	127	sub_lin_sin diffeq.mxt	sub_lin_sin maple results	c c++ Maple and Maxima
2012-09-02T22:36:37-05:00	Maxima	sub_lin_sin	diff ( y , x , 1 ) = (0.1 * x + 1.0) - sin(x);	0.1	5.	0.10099999999999962	1.00000E-5	16	15	30	0.0	1.01259482431403150000000000000E-13	100	No Pole	NA	NA	39 Seconds	2 Days 4 Hours 47 Minutes 35 Seconds	127	sub_lin_sin diffeq.max	sub_lin_sin maxima results	c c++ Maple and Maxima
2012-09-02T22:37:22-05:00	c	sub	diff ( y , x , 1 ) = sin ( x ) - cos ( x );	0	10	0.001	1e-05	16	15	30	0	3.334e-14	100	No Pole	NA	NA	11 Seconds	1 Days 6 Hours 14 Minutes 59 Seconds	127	sub diffeq.c	sub c results	c c++ Maple and Maxima
2012-09-02T22:37:24-05:00	c++	sub	diff ( y , x , 1 ) = sin ( x ) - cos ( x );	0	10	0.001	1e-05	16	15	30	0	3.334e-14	100	No Pole	NA	NA	10 Seconds	1 Days 3 Hours 29 Minutes 59 Seconds	127	sub diffeq.cpp	sub c++ results	c c++ Maple and Maxima
2012-09-02T22:37:27-05:00	Maple	sub	diff ( y , x , 1 ) = sin ( x ) - cos ( x );	0	10	0.001	1e-05	32	29	30	9.00009e-30	4.91491e-28	100	No Pole	NA	NA	1 Seconds	4 Hours 11 Minutes 47 Seconds	127	sub diffeq.mxt	sub maple results	c c++ Maple and Maxima
2012-09-02T22:37:30-05:00	Maxima	sub	diff ( y , x , 1 ) = sin ( x ) - cos ( x );	0.0	10.	1.000000000000002000E-3	1.00000E-5	16	16	30	0.0	3.33400140772696500000000000000E-14	100	No Pole	NA	NA	43 Seconds	4 Days 22 Hours 19 Minutes 3 Seconds	127	sub diffeq.max	sub maxima results	c c++ Maple and Maxima
2012-09-02T22:38:19-05:00	c	sub_sin_c	diff ( y , x , 1 ) = sin(x) - 1,0;	0.1	5	0.101	1e-05	16	15	30	0	4.91197e-14	100	No Pole	NA	NA	11 Seconds	14 Hours 49 Minutes 15 Seconds	127	sub_sin_c diffeq.c	sub_sin_c c results	c c++ Maple and Maxima
2012-09-02T22:38:21-05:00	c++	sub_sin_c	diff ( y , x , 1 ) = sin(x) - 1,0;	0.1	5	0.101	1e-05	16	15	30	0	4.91197e-14	100	No Pole	NA	NA	11 Seconds	14 Hours 49 Minutes 15 Seconds	127	sub_sin_c diffeq.cpp	sub_sin_c c++ results	c c++ Maple and Maxima
2012-09-02T22:38:23-05:00	Maple	sub_sin_c	diff ( y , x , 1 ) = sin(x) - 1,0;	0.1	5	0.101	1e-05	32	29	30	2.20998e-30	5.35341e-28	100	No Pole	NA	NA	1 Seconds	2 Hours 2 Minutes 33 Seconds	127	sub_sin_c diffeq.mxt	sub_sin_c maple results	c c++ Maple and Maxima
2012-09-02T22:38:27-05:00	Maxima	sub_sin_c	diff ( y , x , 1 ) = sin(x) - 1,0;	0.1	5.	0.10099999999999962	1.00000E-5	16	16	30	1.226783621607952500000000000000E-14	3.683976550853504400000000000000E-14	100	No Pole	NA	NA	48 Seconds	2 Days 16 Hours 48 Minutes 18 Seconds	127	sub_sin_c diffeq.max	sub_sin_c maxima results	c c++ Maple and Maxima
2012-09-02T22:39:21-05:00	c	sub_sin_cos	diff ( y , x , 1 ) = m1 * sin(x) - cos(x);	0.1	5	0.101	1e-05	16	14	30	1.24025e-14	1.24176e-13	100	No Pole	NA	NA	13 Seconds	17 Hours 30 Minutes 56 Seconds	127	sub_sin_cos diffeq.c	sub_sin_cos c results	c c++ Maple and Maxima
2012-09-02T22:39:23-05:00	c++	sub_sin_cos	diff ( y , x , 1 ) = m1 * sin(x) - cos(x);	0.1	5	0.101	1e-05	16	14	30	1.24025e-14	1.24176e-13	100	No Pole	NA	NA	13 Seconds	16 Hours 10 Minutes 5 Seconds	127	sub_sin_cos diffeq.cpp	sub_sin_cos c++ results	c c++ Maple and Maxima
2012-09-02T22:39:25-05:00	Maple	sub_sin_cos	diff ( y , x , 1 ) = m1 * sin(x) - cos(x);	0.1	5	0.101	1e-05	32	29	30	4.46848e-30	4.85418e-28	100	No Pole	NA	NA	1 Seconds	2 Hours 38 Minutes 26 Seconds	127	sub_sin_cos diffeq.mxt	sub_sin_cos maple results	c c++ Maple and Maxima
2012-09-02T22:39:29-05:00	Maxima	sub_sin_cos	diff ( y , x , 1 ) = m1 * sin(x) - cos(x);	0.1	5.	0.1007999999999997	1.00000E-5	16	16	30	2.480502418370295300000000000000E-14	8.69015785192102300000000000000E-14	80	No Pole	NA	NA	59 Seconds	4 Days 4 Hours 21 Minutes 49 Seconds	127	sub_sin_cos diffeq.max	sub_sin_cos maxima results	c c++ Maple and Maxima
2012-09-02T22:40:37-05:00	c	tanh_sqrt	diff ( y , x , 1 ) = tanh(sqrt(2.0*x + 3.0));	0.1	5	0.101	1e-05	16	Unknown	30	-1	-1	100	No Pole	NA	NA	22 Seconds	1 Days 5 Hours 38 Minutes 30 Seconds	127	tanh_sqrt diffeq.c	tanh_sqrt c results	c c++ Maple and Maxima
2012-09-02T22:40:39-05:00	c++	tanh_sqrt	diff ( y , x , 1 ) = tanh(sqrt(2.0*x + 3.0));	0.1	5	0.101	1e-05	16	Unknown	30	-1	-1	100	No Pole	NA	NA	20 Seconds	1 Days 2 Hours 56 Minutes 49 Seconds	127	tanh_sqrt diffeq.cpp	tanh_sqrt c++ results	c c++ Maple and Maxima
2012-09-02T22:40:42-05:00	Maple	tanh_sqrt	diff ( y , x , 1 ) = tanh(sqrt(2.0*x + 3.0));	0.1	5	0.101	1e-05	32	Unknown	30	-1	-1	100	No Pole	NA	NA	9 Seconds	12 Hours 17 Minutes 21 Seconds	127	tanh_sqrt diffeq.mxt	tanh_sqrt maple results	c c++ Maple and Maxima
2012-09-02T22:40:53-05:00	Maxima	tanh_sqrt	diff ( y , x , 1 ) = tanh(sqrt(2.0*x + 3.0));	0.1	5.	0.10033999999999987	1.00000E-5	16	Unknown	30	-1.	-1.	34	No Pole	NA	NA	1 Minutes 0 Seconds	9 Days 19 Hours 57 Minutes 40 Seconds	127	tanh_sqrt diffeq.max	tanh_sqrt maxima results	c c++ Maple and Maxima
2012-09-02T22:42:01-05:00	c	tan_sqrt_lin	diff ( y , x , 1 ) = tan(sqrt(2.0*x + 3.0));	0.1	5	0.101	1e-05	16	Unknown	30	-1	-1	100	No Pole	NA	NA	21 Seconds	1 Days 2 Hours 56 Minutes 49 Seconds	127	tan_sqrt_lin diffeq.c	tan_sqrt_lin c results	c c++ Maple and Maxima
2012-09-02T22:42:03-05:00	c++	tan_sqrt_lin	diff ( y , x , 1 ) = tan(sqrt(2.0*x + 3.0));	0.1	5	0.101	1e-05	16	Unknown	30	-1	-1	100	No Pole	NA	NA	20 Seconds	1 Days 1 Hours 35 Minutes 59 Seconds	127	tan_sqrt_lin diffeq.cpp	tan_sqrt_lin c++ results	c c++ Maple and Maxima
2012-09-02T22:42:05-05:00	Maple	tan_sqrt_lin	diff ( y , x , 1 ) = tan(sqrt(2.0*x + 3.0));	0.1	5	0.101	1e-05	32	Unknown	30	-1	-1	100	Complex	0.822716	3.00872	8 Seconds	11 Hours 30 Minutes 23 Seconds	127	tan_sqrt_lin diffeq.mxt	tan_sqrt_lin maple results	c c++ Maple and Maxima
2012-09-02T22:42:16-05:00	Maxima	tan_sqrt_lin	diff ( y , x , 1 ) = tan(sqrt(2.0*x + 3.0));	0.1	5.	0.10033999999999987	1.00000E-5	16	Unknown	30	-1.	-1.	34	Complex	0.1015593046474897	0.5383667265788734	1 Minutes 1 Seconds	10 Days 0 Hours 1 Minutes 5 Seconds	127	tan_sqrt_lin diffeq.max	tan_sqrt_lin maxima results	c c++ Maple and Maxima