Record of Testing of Omnisode
TimeLanguageOde FileEquationStartEndActual EndHDigitsTerms1st Relative Error PercentLast Relative Error PercentIterationsPoleRadiusOrderExecution TimeTime to CompleteLast SaveComment
2012-05-26T04:49:01-05:00Maximatandiff ( y , x , 1 ) = tan ( x ) ;0.0 1.2 1.0000E-41.00000E-516308.274869731236816000000E-65.2441378286562650000000E-710No PoleNANA14 Seconds1 Days 19 Hours 43 Minutes 0 Seconds 067
2012-05-26T04:48:58-05:00Mapletandiff ( y , x , 1 ) = tan ( x ) ;01.20.00011e-0532301.56500e-181.55600e-1910No PoleNANA0 Seconds1 Hours 16 Minutes 32 Seconds 067
2012-05-26T04:48:48-05:00Maximatanhdiff ( y , x , 1 ) = tanh ( x ) ;0.1 10. 0.10009999999999997 1.00000E-516302.049972585598997000000000000E-121.6994645899960062000000000000E-1210Complex1.57948407236004 2.182115418353632 7 Seconds8 Days 3 Hours 21 Minutes 30 Seconds 067
2012-05-26T04:48:47-05:00Mapletanhdiff ( y , x , 1 ) = tanh ( x ) ;0.1100.10011e-0532301.36620e-261.42713e-2510Complex1.579482.182120 Seconds4 Hours 19 Minutes 29 Seconds 067
2012-05-26T04:46:30-05:00Maximasubdiff ( y , x , 1 ) = sin ( x ) - cos ( x );0.0 10. 1.000000000000002000E-31.00000E-516300.0 0.0 100No PoleNANA2 Minutes 13 Seconds15 Days 6 Hours 10 Minutes 16 Seconds 067
2012-05-26T04:46:24-05:00Maplesubdiff ( y , x , 1 ) = sin ( x ) - cos ( x );0100.0011e-05323004.69531e-28100No PoleNANA4 Seconds11 Hours 0 Minutes 59 Seconds 067
2012-05-26T04:45:03-05:00Maximasindiff ( y , x , 1 ) = sin(x);0.0 5. 5.04999999999999 5.00E-216307.60437933336976200000000E-84.280458421034143400000E-6101No PoleNANA1 Minutes 19 SecondsDone 067
2012-05-26T04:45:01-05:00Maplesindiff ( y , x , 1 ) = sin(x);055.050.0516307.60438e-084.28046e-06101No PoleNANA1 SecondsDone 067
2012-05-26T04:44:55-05:00Maximasinhdiff ( y , x , 1 ) = sinh ( x ) ;0.0 10. 1.0000E-41.00000E-516300.0 4.44089207629616570000000000000E-1410No PoleNANA4 Seconds4 Days 18 Hours 47 Minutes 32 Seconds 067
2012-05-26T04:44:54-05:00Maplesinhdiff ( y , x , 1 ) = sinh ( x ) ;0100.00011e-05323004.00000e-2910No PoleNANA0 Seconds2 Hours 34 Minutes 32 Seconds 067
2012-05-26T04:43:51-05:00Maximasing5diff ( y , x , 1 ) = m1 * 3.0 / x / x / x / x ;-1. -0.7 -0.9990000000000046 1.00000E-516302.220379436534967700000000000000E-141.3282748221321766000000000000E-12100Real1.0102555188285323 5.625705785345687 1 Minutes 2 Seconds5 Hours 6 Minutes 30 Seconds 067
2012-05-26T04:43:49-05:00Maplesing5diff ( y , x , 1 ) = m1 * 3.0 / x / x / x / x ;-1-0.7-0.9991e-0532309.79971e-269.81448e-24100Real1.010265.625711 Seconds6 Minutes 38 Seconds 067
2012-05-26T04:43:23-05:00Maximasing4diff ( y , x , 1 ) = m1 * 2.0 * x / (x * x + 1.0) /( x * x + 1.0);-2. 1. 1.0000000000000007 0.1 16308.083361593080871000000E-61.55843683062873000E-330Complex1.3611904493135873 3.6181435087252574 22 SecondsDone 067
2012-05-26T04:43:22-05:00Maplesing4diff ( y , x , 1 ) = m1 * 2.0 * x / (x * x + 1.0) /( x * x + 1.0);-211.10.150308.08336e-060.0012424731No PoleNANA0 SecondsDone 067
2012-05-26T04:43:18-05:00Maximasing3diff ( y , x , 1 ) = m1 * 2.0 / x / x / x ;-1. -0.7 -0.6000000000000001 0.1 16302.34896296296376320E-20.29665246666442974 4Real0.7055980226554881 4.436743107446784 2 SecondsDone 067
2012-05-26T04:43:17-05:00Maplesing3diff ( y , x , 1 ) = m1 * 2.0 / x / x / x ;-1-0.7-0.60.1100300.02348960.2966524Real0.7055984.436740 SecondsDone 067
2012-05-26T04:42:12-05:00Maximasing2diff ( y , x , 1 ) = 1.0/ (x * x + 1.0) ;-2. 1. -1.9989999999999934 1.00000E-516300.0 1.00295802962188240000000000000E-13100Complex2.2429089109741893 2.181793398728683 1 Minutes 2 Seconds2 Days 3 Hours 11 Minutes 14 Seconds 067
2012-05-26T04:42:08-05:00Maplesing2diff ( y , x , 1 ) = 1.0/ (x * x + 1.0) ;-21-1.9991e-0532309.03223e-301.44541e-28100Complex2.242912.181792 Seconds1 Hours 48 Minutes 16 Seconds 067
2012-05-26T04:41:54-05:00Maximamultdiff ( y , x , 1 ) = x * x ;0.1 10. 0.10019999999999993 1.00000E-516304.8774463959377200000000000000E-142.2632180770346869000000000000E-1320No PoleNANA10 Seconds5 Days 16 Hours 32 Minutes 41 Seconds 067
2012-05-26T04:41:52-05:00Maplemultdiff ( y , x , 1 ) = x * x ;0.1100.10021e-0532302.99910e-302.08745e-2920No PoleNANA0 Seconds2 Hours 38 Minutes 42 Seconds 067
2012-05-26T04:38:01-05:00Maximamult2diff ( y , x , 1 ) = sin(x) * cos(x) ;0.1 10. 0.10099999999999962 1.00000E-516302.242803883548627800000000000000E-144.48650350986645500000000000000E-14100No PoleNANA3 Minutes 44 Seconds25 Days 11 Hours 32 Minutes 6 Seconds 067
2012-05-26T04:37:53-05:00Maplemult2diff ( y , x , 1 ) = sin(x) * cos(x) ;0.1100.1011e-0532301.53530e-281.53945e-26100No PoleNANA5 Seconds15 Hours 12 Minutes 38 Seconds 067
2012-05-26T04:37:40-05:00Maximamtest2diff ( y1 , x , 1 ) = m1 * diff(y2,x,0) ;0.1 10. 0.10009999999999997 1.00000E-516301.115798483426645700000000000000E-141.115808564845776800000000000000E-1410No PoleNANA10 Seconds10 Days 19 Hours 11 Minutes 5 Seconds 067
dittodittodittodiff ( y2 , x , 1 ) = diff(y1,x,0) ;dittodittodittodittodittoditto0.0 2.77742075083408870000000000000E-14dittoNo PoleNANAdittodittodittoditto
2012-05-26T04:37:39-05:00Maplemtest2diff ( y1 , x , 1 ) = m1 * diff(y2,x,0) ;0.1100.10011e-0532305.02511e-304.92465e-2910No PoleNANA0 Seconds3 Hours 37 Minutes 29 Seconds 067
dittodittodittodiff ( y2 , x , 1 ) = diff(y1,x,0) ;dittodittodittodittodittoditto5.00784e-305.00336e-29dittoNo PoleNANAdittodittodittoditto
2012-05-26T04:37:35-05:00Maximalogdiff ( y , x , 1 ) = log ( x ) ;20. 30. 20.000199999999992 1.00000E-516304.26015551746595170000E-48.520234756940751000E-320No PoleNANA2 Seconds1 Days 7 Hours 39 Minutes 1 Seconds 067
2012-05-26T04:37:34-05:00Maplelogdiff ( y , x , 1 ) = log ( x ) ;203020.00021e-0532300.0004260160.0085202320No PoleNANA0 Seconds46 Minutes 49 Seconds 067
2012-05-26T04:37:05-05:00Maximah3sindiff ( y , x , 3 ) = sin(x);0.1 5. 0.10019999999999993 1.00000E-516301.52895150631176950000000000000E-131.1931862411289988000000000E-920No PoleNANA28 Seconds7 Days 14 Hours 5 Minutes 4 Seconds 067
2012-05-26T04:37:03-05:00Mapleh3sindiff ( y , x , 3 ) = sin(x);0.150.10021e-0550301.49429e-131.19310e-0920No PoleNANA0 Seconds4 Hours 4 Minutes 59 Seconds 067
2012-05-26T04:35:31-05:00Maximah2sindiff ( y , x , 2 ) = sin(x);0.1 5. 0.10099999999999962 1.00000E-516304.498319269964854000000000E-94.496945819376876300000E-5100No PoleNANA1 Minutes 31 Seconds5 Days 2 Hours 37 Minutes 21 Seconds 067
2012-05-26T04:35:28-05:00Mapleh2sindiff ( y , x , 2 ) = sin(x);0.150.1011e-0550304.49831e-094.49695e-05100No PoleNANA2 Seconds2 Hours 48 Minutes 47 Seconds 067
2012-05-26T04:35:24-05:00Maximaexpdiff ( y , x , 1 ) = exp ( x ) ;1. 10. 1.0001000000000007 1.00000E-516301.633696566451734200000000000000E-146.53419816150810100000000000000E-1410No PoleNANA2 Seconds2 Days 17 Hours 55 Minutes 18 Seconds 067
2012-05-26T04:35:23-05:00Mapleexpdiff ( y , x , 1 ) = exp ( x ) ;1101.00011e-0532307.35752e-305.14980e-2910No PoleNANA0 Seconds1 Hours 35 Minutes 27 Seconds 067
2012-05-26T04:31:41-05:00Maximadivdiff ( y , x , 1 ) = sin ( x ) / cos ( x ) ;0.1 1. 0.10099999999999962 1.00000E-516302.043149326383106000000000000E-125.0929452276491150000000000000E-13100No PoleNANA3 Minutes 39 Seconds2 Days 6 Hours 17 Minutes 17 Seconds 067
2012-05-26T04:31:37-05:00Mapledivdiff ( y , x , 1 ) = sin ( x ) / cos ( x ) ;0.110.1011e-0532301.69503e-261.65620e-24100No PoleNANA2 Seconds34 Minutes 36 Seconds 067
2012-05-26T04:31:34-05:00Maximadiffdiff ( y , x , 2 ) = diff ( y , x , 1 ) ;1.1 2. 1.1001000000000007 1.00000E-516301.478229783042399600000000000000E-145.91238699339430400000000000000E-1410No PoleNANA2 Seconds5 Hours 11 Minutes 31 Seconds 067
2012-05-26T04:31:33-05:00Maplediffdiff ( y , x , 2 ) = diff ( y , x , 1 ) ;1.121.10011e-0532301.38888e-202.63875e-1710No PoleNANA0 Seconds9 Minutes 24 Seconds 067
2012-05-26T04:16:26-05:00Maximadiff2diff ( y , x , 3 ) = m1 * diff ( y , x , 1 ) ;0.1 2. 1.0849999999999913 1.000E-316301.115909886226853600000000000000E-140.14065669077649073 985No PoleNANA15 Minutes 0 Seconds13 Minutes 54 Seconds 067
2012-05-26T04:15:27-05:00Maplediff2diff ( y , x , 3 ) = m1 * diff ( y , x , 1 ) ;0.122.0010.00132302.79430e-176.111911901No PoleNANA50 SecondsDone 067
2012-05-26T04:15:14-05:00Maximadiff0diff ( y , x , 1 ) = diff ( y , x , 0 ) ;1.1 2. 2.000000000000001 1.00E-216305.195552041112532000000000000E-124.6690015469505950000000000E-1090Complex4.48300334499985100000000E-80.49999999998539835 11 SecondsDone 067
2012-05-26T04:15:12-05:00Maplediff0diff ( y , x , 1 ) = diff ( y , x , 0 ) ;1.122.010.0132305.18956e-124.72250e-1091Complex5.71226e-160.50 SecondsDone 067
2012-05-26T04:13:30-05:00Maximacosdiff ( y , x , 1 ) = cos ( x ) ;0.1 10. 0.10099999999999962 1.00000E-516300.0 3.85385636807533460000000000000E-13100No PoleNANA1 Minutes 36 Seconds10 Days 23 Hours 29 Minutes 28 Seconds 067
2012-05-26T04:13:25-05:00Maplecosdiff ( y , x , 1 ) = cos ( x ) ;0.1100.1011e-0532305.00784e-304.46303e-28100No PoleNANA2 Seconds7 Hours 15 Minutes 58 Seconds 067
2012-05-26T04:11:21-05:00Maximacoshdiff ( y , x , 1 ) = cosh ( x ) ;0.1 1. 0.10099999999999962 1.00000E-516300.0 4.1151152393092266000000000000E-13100No PoleNANA1 Minutes 58 Seconds1 Days 5 Hours 12 Minutes 50 Seconds 067
2012-05-26T04:11:15-05:00Maplecoshdiff ( y , x , 1 ) = cosh ( x ) ;0.110.1011e-05323005.04093e-28100No PoleNANA2 Seconds41 Minutes 8 Seconds 067
2012-05-26T04:07:22-05:00Maximaarctandiff ( y , x , 1 ) = arctan ( x ) ;0.1 2. 0.10099999999999962 1.00000E-516306.7753181842260710000000000000E-135.6213088587041430000000000000E-13100Complex1.0031204039995536 0.9059960137252467 3 Minutes 47 Seconds4 Days 22 Hours 55 Minutes 37 Seconds 067
2012-05-26T04:07:07-05:00Maplearctandiff ( y , x , 1 ) = arctan ( x ) ;0.120.1011e-0532302.00212e-261.96001e-24100Complex1.003120.90599610 Seconds5 Hours 28 Minutes 54 Seconds 067
2012-05-26T04:05:42-05:00Maximaarcsindiff ( y , x , 1 ) = arcsin ( x ) ;0.0 0.99 1.000000000000002000E-31.00000E-516300.0 2.220444939027751400000000000000E-14100No PoleNANA1 Minutes 24 Seconds22 Hours 51 Minutes 39 Seconds 067
2012-05-26T04:05:39-05:00Maplearcsindiff ( y , x , 1 ) = arcsin ( x ) ;00.990.0011e-0532304.00000e-294.39000e-27100No PoleNANA1 Seconds27 Minutes 44 Seconds 067
2012-05-26T04:04:43-05:00Maximaarccosdiff ( y , x , 1 ) = arccos ( x ) ;0.1 0.8 0.10099999999999962 1.00000E-516301.309364477037415800000000000000E-143.934847517474924000000000000000E-14100Real3.2882003187981934 69.43959907621945 52 Seconds10 Hours 4 Minutes 34 Seconds 067
2012-05-26T04:04:37-05:00Maplearccosdiff ( y , x , 1 ) = arccos ( x ) ;0.10.80.1011e-0532305.89685e-295.84438e-27100Real3.288269.43964 Seconds48 Minutes 37 Seconds 067
2012-05-26T04:02:23-05:00Maximaadddiff ( y , x , 1 ) = cos ( x ) + sin ( x ) ;0.0 10. 1.000000000000002000E-31.00000E-516300.0 5.55667457511183800000000000000E-14100No PoleNANA2 Minutes 11 Seconds15 Days 1 Hours 18 Minutes 50 Seconds 067
2012-05-26T04:02:20-05:00Mapleadddiff ( y , x , 1 ) = cos ( x ) + sin ( x ) ;0100.0011e-0532305.00005e-304.87488e-28100No PoleNANA1 Seconds4 Hours 50 Minutes 43 Seconds 067
2012-05-26T03:59:09-05:00Maximasindiff ( y , x , 1 ) = sin(x);0.0 5. 5.04999999999999 5.00E-216307.60437933336976200000000E-84.280458421034143400000E-6101No PoleNANA49 SecondsDone 067
2012-05-26T03:59:07-05:00Maplesindiff ( y , x , 1 ) = sin(x);055.050.0516307.60438e-084.28046e-06101No PoleNANA1 SecondsDone 067
2012-05-26T03:56:36-05:00Maximasindiff ( y , x , 1 ) = sin(x);0.0 5. 5.04999999999999 5.00E-216307.60437933336976200000000E-84.280458421034143400000E-6101No PoleNANA47 SecondsDone 067
2012-05-26T03:56:34-05:00Maplesindiff ( y , x , 1 ) = sin(x);055.050.0516307.60438e-084.28046e-06101No PoleNANA1 SecondsDone 067
2012-05-26T03:52:32-05:00Maximasindiff ( y , x , 1 ) = sin(x);0.0 5. 5.04999999999999 5.00E-216307.60437933336976200000000E-84.280458421034143400000E-6101No PoleNANA49 SecondsDone 067
2012-05-26T03:52:29-05:00Maplesindiff ( y , x , 1 ) = sin(x);055.050.0516307.60438e-084.28046e-06101No PoleNANA1 SecondsDone 067
2012-05-26T03:46:17-05:00Maximasindiff ( y , x , 1 ) = sin(x);0.0 5. 5.04999999999999 5.00E-216307.60437933336976200000000E-84.280458421034143400000E-6101No PoleNANA49 SecondsDone 067
2012-05-26T03:46:14-05:00Maplesindiff ( y , x , 1 ) = sin(x);055.050.0516307.60438e-084.28046e-06101No PoleNANA1 SecondsDone 067
2012-05-26T03:32:37-05:00Maplesin.odediff ( y , x , 1 ) = sin(x);055.050.0516307.60438e-084.28046e-06101No PoleNANA1 SecondsDone 067
2012-05-25T23:33:29-05:00Maplesindiff ( y , x , 1 ) = sin(x);055.050.0516307.60438e-084.28046e-06101No PoleNANA1 SecondsDone 067 again at zero
2012-05-25T23:32:12-05:00Maximasindiff ( y , x , 1 ) = sin(x);0.0 5. 5.04999999999999 5.00E-216307.60437933336976200000000E-84.280458421034143400000E-6101No PoleNANA47 SecondsDone 067 starting at zero
2012-05-25T23:21:08-05:00Mapletandiff ( y , x , 1 ) = tan ( x ) ;01.20.00011e-0532301.56500e-181.55600e-1910No PoleNANA0 Seconds30 Minutes 43 Seconds 067
2012-05-25T23:20:24-05:00Mapletandiff ( y , x , 1 ) = tan ( x ) ;01.20.00011e-0532301.56500e-181.55600e-1910No PoleNANA0 Seconds31 Minutes 59 Seconds 067
2012-05-25T23:18:50-05:00Maximatandiff ( y , x , 1 ) = tan ( x ) ;0.0 1.2 1.0000E-41.00000E-516308.274869731236816000000E-65.2441378286562650000000E-710No PoleNANA5 Seconds17 Hours 0 Minutes 17 Seconds 067
2012-05-25T23:16:03-05:00Maximatandiff ( y , x , 1 ) = tan ( x ) ;0.0 1.2 1.0000E-41.00000E-516308.274869731236816000000E-65.2441378286562650000000E-710No PoleNANA5 Seconds16 Hours 52 Minutes 38 Seconds 067
2012-05-25T23:11:29-05:00Maximasindiff ( y , x , 1 ) = sin(x);0.1 5. 5.04999999999999 5.00E-216307.63523986841990400000000E-84.738640428308522600000E-699No PoleNANA46 SecondsDone 067
2012-05-25T21:00:54-05:00Maplesing3diff ( y , x , 1 ) = m1 * 2.0 / x / x / x ;-1-0.7-0.60.1100300.02348960.2966524Real0.7055984.436740 SecondsDone 067 pole with larger H
2012-05-25T20:50:33-05:00Maplesindiff ( y , x , 1 ) = sin(x);0.155.050.0516307.63524e-084.73864e-0699No PoleNANA1 SecondsDone 067 Maple - Reduced Digits again
2012-05-25T20:50:01-05:00Maplesindiff ( y , x , 1 ) = sin(x);0.155.050.0532307.63524e-084.73864e-0699No PoleNANA1 SecondsDone 067 Maple - Reduced Digits
2012-05-25T20:47:16-05:00Maximasindiff ( y , x , 1 ) = sin(x);0.1 5. 5.04999999999999 5.00E-216307.63523986841990400000000E-84.738640428308522600000E-699No PoleNANA47 SecondsDone 067 Trying various H with large max_iter
2012-05-25T20:47:03-05:00Maplesindiff ( y , x , 1 ) = sin(x);0.155.050.0550307.63524e-084.73864e-0699No PoleNANA1 SecondsDone 067 Trying various H with large max_iter
2012-05-25T20:44:48-05:00Maximasindiff ( y , x , 1 ) = sin(x);0.1 5. 5.099999999999998 0.1 16304.9239161304467580000000E-61.29470432770156500000E-450No PoleNANA23 SecondsDone 067
2012-05-25T20:44:34-05:00Maplesindiff ( y , x , 1 ) = sin(x);0.155.10.150304.92392e-060.0001294750No PoleNANA0 SecondsDone 067
2012-05-25T19:15:59-05:00Maximasindiff ( y , x , 1 ) = sin(x);0.1 5. 3.1000000000000014 0.1 16304.9239161304467580000000E-61.17016756925388800000000E-730No PoleNANA13 Seconds8 Seconds 067
2012-05-25T19:14:48-05:00Maplesindiff ( y , x , 1 ) = sin(x);0.153.10.150304.92392e-061.17017e-0730No PoleNANA0 Seconds0 Seconds 067
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