Initializing... Initialized Initializing(2)... PI = 0.314159265358979323846264338327950271e1+/-0.313e-33 E = 0.271828182845904523536028747135266232e1+/-0.256e-32 LOG_E_10 = 0.230258509299404568401799145468436324e1+/-0.5e-32 Initialized(2) ##############ECHO OF PROBLEM################# ##############temp/expt_c_cpostode.ode################# diff ( y , x , 1 ) = expt ( 2.0 , 3.0 ) ; ! #BEGIN FIRST INPUT BLOCK # Digits:=32; ELIMINATED in preodein.rb max_terms=30 ! #END FIRST INPUT BLOCK #BEGIN SECOND INPUT BLOCK x_start=c(-5.0) x_end=c(5.0) $array_y_init[0 + 1] = exact_soln_y(x_start) $glob_look_poles=true # ELIMINATED in preodein.rb # ELIMINATED in preodein.rb # ELIMINATED in preodein.rb # ELIMINATED in preodein.rb # ELIMINATED in preodein.rb # ELIMINATED in preodein.rb # ELIMINATED in preodein.rb $glob_type_given_pole=3 #END SECOND INPUT BLOCK #BEGIN OVERRIDE BLOCK $glob_desired_digits_correct=8 $glob_max_minutes=(3.0) $glob_subiter_method=3 $glob_max_iter=100000 $glob_upper_ratio_limit=c(1.000001) $glob_lower_ratio_limit=c(0.999999) $glob_look_poles=false $glob_h=c(0.001) $glob_display_interval=c(0.01) #END OVERRIDE BLOCK ! #BEGIN USER DEF BLOCK def exact_soln_y (x) x = c(x) return(expt(c(2.0) , c(3.0)) * c(x)) end #END USER DEF BLOCK #######END OF ECHO OF PROBLEM################# START of Soultion TOP MAIN SOLVE Loop x[1] -0.5e1+/-0.50e-32 y[1] (closed_form) -0.40000000000000000000000000000001871e2+/-0.729e-29 y[1] (numeric) -0.40000000000000000000000000000001871e2+/-0.733e-29 $glob_prec 0.1e-15+/-0.50e-49% absolute error 0.0e0+/-0.1462e-28 relative error 0.0e0+/-0.365500000000000000000000000000116128e-28% Desired digits 8 Estimated correct digits 14 Correct digits 34 h 0.1e-2+/-0.5e-33 TOP MAIN SOLVE Loop x[1] -0.499e1+/-0.100e-31 y[1] (closed_form) -0.39920000000000000000000000000001867e2+/-0.731e-29 y[1] (numeric) -0.39920000000000000000000000000001861e2+/-0.77e-29 absolute error 0.6e-32+/-0.15e-28 relative error 0.150300601202404809619238476953900786e-31+/-0.375e-28% Desired digits 8 Estimated correct digits 13 Correct digits 32 h 0.1e-2+/-0.5e-33 TOP MAIN SOLVE Loop x[1] -0.498e1+/-0.150e-31 y[1] (closed_form) -0.39840000000000000000000000000001864e2+/-0.734e-29 y[1] (numeric) -0.39840000000000000000000000000001851e2+/-0.806e-29 absolute error 0.13e-31+/-0.154e-28 relative error 0.326305220883534136546184738955808026e-31+/-0.386e-28% Desired digits 8 Estimated correct digits 13 Correct digits 32 h 0.1e-2+/-0.5e-33 TOP MAIN SOLVE Loop x[1] -0.497e1+/-0.200e-31 y[1] (closed_form) -0.3976000000000000000000000000000186e2+/-0.736e-29 y[1] (numeric) -0.39760000000000000000000000000001841e2+/-0.84e-29 absolute error 0.19e-31+/-0.157e-28 relative error 0.477867203219315895372233400402392131e-31+/-0.394e-28% Desired digits 8 Estimated correct digits 13 Correct digits 32 h 0.1e-2+/-0.5e-33 TOP MAIN SOLVE Loop x[1] -0.496e1+/-0.250e-31 y[1] (closed_form) -0.39680000000000000000000000000001856e2+/-0.739e-29 y[1] (numeric) -0.39680000000000000000000000000001831e2+/-0.876e-29 absolute error 0.25e-31+/-0.161e-28 relative error 0.63004032258064516129032258064513182e-31+/-0.405e-28% Desired digits 8 Estimated correct digits 13 Correct digits 32 h 0.1e-2+/-0.5e-33 TOP MAIN SOLVE Loop x[1] -0.495e1+/-0.300e-31 y[1] (closed_form) -0.39600000000000000000000000000001852e2+/-0.741e-29 y[1] (numeric) -0.39600000000000000000000000000001821e2+/-0.91e-29 absolute error 0.31e-31+/-0.165e-28 relative error 0.782828282828282828282828282828246217e-31+/-0.416e-28% Desired digits 8 Estimated correct digits 13 Correct digits 32 h 0.1e-2+/-0.5e-33 TOP MAIN SOLVE Loop x[1] -0.494e1+/-0.350e-31 y[1] (closed_form) -0.39520000000000000000000000000001849e2+/-0.744e-29 y[1] (numeric) -0.39520000000000000000000000000001811e2+/-0.946e-29 absolute error 0.38e-31+/-0.169e-28 relative error 0.961538461538461538461538461538416551e-31+/-0.427e-28% Desired digits 8 Estimated correct digits 13 Correct digits 32 h 0.1e-2+/-0.5e-33 TOP MAIN SOLVE Loop x[1] -0.493e1+/-0.400e-31 y[1] (closed_form) -0.39440000000000000000000000000001845e2+/-0.746e-29 y[1] (numeric) -0.39440000000000000000000000000001801e2+/-0.98e-29 absolute error 0.44e-31+/-0.172e-28 relative error 0.111561866125760649087221095334680379e-30+/-0.436e-28% Desired digits 8 Estimated correct digits 13 Correct digits 31 h 0.1e-2+/-0.5e-33 TOP MAIN SOLVE Loop x[1] -0.492e1+/-0.450e-31 y[1] (closed_form) -0.39360000000000000000000000000001841e2+/-0.749e-29 y[1] (numeric) -0.39360000000000000000000000000001791e2+/-0.1e-28 absolute error 0.5e-31+/-0.174e-28 relative error 0.12703252032520325203252032520324609e-30+/-0.442e-28% Desired digits 8 Estimated correct digits 13 Correct digits 31 h 0.1e-2+/-0.5e-33 TOP MAIN SOLVE Loop x[1] -0.491e1+/-0.500e-31 y[1] (closed_form) -0.39280000000000000000000000000001837e2+/-0.751e-29 y[1] (numeric) -0.39280000000000000000000000000001781e2+/-0.1e-28 absolute error 0.56e-31+/-0.175e-28 relative error 0.14256619144602851323828920570264099e-30+/-0.445e-28% Desired digits 8 Estimated correct digits 13 Correct digits 31 h 0.1e-2+/-0.5e-33 TOP MAIN SOLVE Loop x[1] -0.49e1+/-0.550e-31 y[1] (closed_form) -0.39200000000000000000000000000001834e2+/-0.754e-29 y[1] (numeric) -0.39200000000000000000000000000001771e2+/-0.1e-28 absolute error 0.63e-31+/-0.175e-28 relative error 0.160714285714285714285714285714278195e-30+/-0.446e-28% Desired digits 8 Estimated correct digits 13 Correct digits 31 h 0.1e-2+/-0.5e-33 TOP MAIN SOLVE Loop x[1] -0.489e1+/-0.600e-31 y[1] (closed_form) -0.3912000000000000000000000000000183e2+/-0.757e-29 y[1] (numeric) -0.39120000000000000000000000000001761e2+/-0.1e-28 absolute error 0.69e-31+/-0.175e-28 relative error 0.176380368098159509202453987730053098e-30+/-0.447e-28% Desired digits 8 Estimated correct digits 13 Correct digits 31 h 0.1e-2+/-0.5e-33 TOP MAIN SOLVE Loop x[1] -0.488e1+/-0.650e-31 y[1] (closed_form) -0.39040000000000000000000000000001826e2+/-0.759e-29 y[1] (numeric) -0.39040000000000000000000000000001751e2+/-0.1e-28 absolute error 0.75e-31+/-0.175e-28 relative error 0.192110655737704918032786885245892653e-30+/-0.448e-28% Desired digits 8 Estimated correct digits 13 Correct digits 31 h 0.1e-2+/-0.5e-33 TOP MAIN SOLVE Loop x[1] -0.487e1+/-0.700e-31 y[1] (closed_form) -0.38960000000000000000000000000001822e2+/-0.762e-29 y[1] (numeric) -0.38960000000000000000000000000001741e2+/-0.1e-28 absolute error 0.81e-31+/-0.176e-28 relative error 0.207905544147843942505133470225862967e-30+/-0.451e-28% Desired digits 8 Estimated correct digits 13 Correct digits 31 h 0.1e-2+/-0.5e-33 TOP MAIN SOLVE Loop x[1] -0.486e1+/-0.750e-31 y[1] (closed_form) -0.38880000000000000000000000000001819e2+/-0.764e-29 y[1] (numeric) -0.38880000000000000000000000000001731e2+/-0.1e-28 absolute error 0.88e-31+/-0.176e-28 relative error 0.226337448559670781893004115226326859e-30+/-0.452e-28% Desired digits 8 Estimated correct digits 13 Correct digits 31 h 0.1e-2+/-0.5e-33 TOP MAIN SOLVE Loop x[1] -0.485e1+/-0.800e-31 y[1] (closed_form) -0.38800000000000000000000000000001815e2+/-0.767e-29 y[1] (numeric) -0.38800000000000000000000000000001721e2+/-0.1e-28 absolute error 0.94e-31+/-0.176e-28 relative error 0.24226804123711340206185567010308145e-30+/-0.453e-28% Desired digits 8 Estimated correct digits 13 Correct digits 31 h 0.1e-2+/-0.5e-33 TOP MAIN SOLVE Loop x[1] -0.484e1+/-0.850e-31 y[1] (closed_form) -0.38720000000000000000000000000001811e2+/-0.769e-29 y[1] (numeric) -0.38720000000000000000000000000001711e2+/-0.1e-28 absolute error 0.1e-30+/-0.176e-28 relative error 0.258264462809917355371900826446268912e-30+/-0.454e-28% Desired digits 8 Estimated correct digits 13 Correct digits 31 h 0.1e-2+/-0.5e-33 TOP MAIN SOLVE Loop x[1] -0.483e1+/-0.900e-31 y[1] (closed_form) -0.38640000000000000000000000000001808e2+/-0.772e-29 y[1] (numeric) -0.38640000000000000000000000000001701e2+/-0.1e-28 absolute error 0.107e-30+/-0.177e-28 relative error 0.276915113871635610766045548654231349e-30+/-0.458e-28% Desired digits 8 Estimated correct digits 13 Correct digits 31 h 0.1e-2+/-0.5e-33 TOP MAIN SOLVE Loop x[1] -0.482e1+/-0.950e-31 y[1] (closed_form) -0.38560000000000000000000000000001804e2+/-0.774e-29 y[1] (numeric) -0.38560000000000000000000000000001691e2+/-0.1e-28 absolute error 0.113e-30+/-0.177e-28 relative error 0.293049792531120331950207468879654339e-30+/-0.459e-28% Desired digits 8 Estimated correct digits 13 Correct digits 31 h 0.1e-2+/-0.5e-33 TOP MAIN SOLVE Loop x[1] -0.481e1+/-0.1e-30 y[1] (closed_form) -0.384800000000000000000000000000018e2+/-0.777e-29 y[1] (numeric) -0.38480000000000000000000000000001681e2+/-0.1e-28 absolute error 0.119e-30+/-0.177e-28 relative error 0.309251559251559251559251559251544785e-30+/-0.459e-28% Desired digits 8 Estimated correct digits 13 Correct digits 31 h 0.1e-2+/-0.5e-33 TOP MAIN SOLVE Loop x[1] -0.48e1+/-0.1e-30 y[1] (closed_form) -0.38400000000000000000000000000001796e2+/-0.776e-29 y[1] (numeric) -0.38400000000000000000000000000001671e2+/-0.1e-28 absolute error 0.125e-30+/-0.177e-28 relative error 0.325520833333333333333333333333318108e-30+/-0.46e-28% Desired digits 8 Estimated correct digits 13 Correct digits 31 h 0.1e-2+/-0.5e-33 TOP MAIN SOLVE Loop x[1] -0.479e1+/-0.1e-30 y[1] (closed_form) -0.38320000000000000000000000000001793e2+/-0.774e-29 y[1] (numeric) -0.38320000000000000000000000000001661e2+/-0.1e-28 absolute error 0.132e-30+/-0.177e-28 relative error 0.344467640918580375782881002087666554e-30+/-0.461e-28% Desired digits 8 Estimated correct digits 13 Correct digits 31 h 0.1e-2+/-0.5e-33 TOP MAIN SOLVE Loop x[1] -0.478e1+/-0.1e-30 y[1] (closed_form) -0.38240000000000000000000000000001789e2+/-0.773e-29 y[1] (numeric) -0.38240000000000000000000000000001651e2+/-0.1e-28 absolute error 0.138e-30+/-0.177e-28 relative error 0.360878661087866108786610878661070982e-30+/-0.462e-28% Desired digits 8 Estimated correct digits 13 Correct digits 31 h 0.1e-2+/-0.5e-33 TOP MAIN SOLVE Loop x[1] -0.477e1+/-0.1e-30 y[1] (closed_form) -0.38160000000000000000000000000001785e2+/-0.771e-29 y[1] (numeric) -0.38160000000000000000000000000001641e2+/-0.1e-28 absolute error 0.144e-30+/-0.177e-28 relative error 0.377358490566037735849056603773567254e-30+/-0.463e-28% Desired digits 8 Estimated correct digits 13 Correct digits 31 h 0.1e-2+/-0.5e-33 TOP MAIN SOLVE Loop x[1] -0.476e1+/-0.1e-30 y[1] (closed_form) -0.38080000000000000000000000000001781e2+/-0.77e-29 y[1] (numeric) -0.38080000000000000000000000000001631e2+/-0.1e-28 absolute error 0.15e-30+/-0.177e-28 relative error 0.393907563025210084033613445378132837e-30+/-0.464e-28% Desired digits 8 Estimated correct digits 13 Correct digits 31 h 0.1e-2+/-0.5e-33 Finished! Maximum Time Reached before Solution Completed! diff ( y , x , 1 ) = expt ( 2.0 , 3.0 ) ; Iterations 244 Total Elapsed Time 3 Minutes 0 Seconds Elapsed Time(since restart) 3 Minutes 0 Seconds Expected Time Remaining 1 Hours 59 Minutes 26 Seconds Optimized Time Remaining 1 Hours 59 Minutes 26 Seconds Expected Total Time 2 Hours 2 Minutes 26 Seconds Time to Timeout 0 Seconds Percent Done 0.245e1+/-0.105e-29%