Record of Testing of Omnisode
TimeLanguageOde FileEquationStartEndActual EndHDigitsTerms1st Relative Error PercentLast Relative Error PercentIterationsPoleRadiusOrderExecution TimeTime to CompleteLast Savediffeq programdiffeq resultsComment
2012-06-18T02:15:59-05:00Maximatandiff ( y , x , 1 ) = tan ( x ) ;0.0 5. 1.0000000000000007 1.000E-316300.0 6.6215414854692240000000000000E-131000Real0.5726773689009024 2.0816640986134907 12 Minutes 56 Seconds51 Minutes 42 Seconds 092 tan diffeq.maxtan maxima resultsMostly affecting speed of factorials
2012-06-18T02:15:39-05:00Mapletandiff ( y , x , 1 ) = tan ( x ) ;0510.00132303.88889e-177.33858e-131000Real0.5726772.0816617 Seconds1 Minutes 9 Seconds 092 tan diffeq.mxttan maple resultsMostly affecting speed of factorials
2012-06-18T02:01:30-05:00Maximatanhdiff ( y , x , 1 ) = tanh ( x ) ;0.1 10. 1.0999999999999897 1.000E-316300.0 4.5965816072612060000000000000E-131000Complex1.9237884176697422 2.1821032611869136 14 Minutes 4 Seconds2 Hours 5 Minutes 8 Seconds 092 tanh diffeq.maxtanh maxima resultsMostly affecting speed of factorials
2012-06-18T02:00:43-05:00Mapletanhdiff ( y , x , 1 ) = tanh ( x ) ;0.1101.10.00132303.55596e-172.65331e-151000Complex1.923792.182141 Seconds6 Minutes 12 Seconds 092 tanh diffeq.mxttanh maple resultsMostly affecting speed of factorials
2012-06-18T01:45:39-05:00Maximasubdiff ( y , x , 1 ) = sin ( x ) - cos ( x );0.0 10. 0.7000000000000005 1.000E-316300.0 3.757480586472128000000000000000E-14700No PoleNANA15 Minutes 1 Seconds3 Hours 19 Minutes 23 Seconds 092 sub diffeq.maxsub maxima resultsMostly affecting speed of factorials
2012-06-18T01:45:20-05:00Maplesubdiff ( y , x , 1 ) = sin ( x ) - cos ( x );01010.00132304.86693e-181.02302e-141000No PoleNANA16 Seconds2 Minutes 29 Seconds 092 sub diffeq.mxtsub maple resultsMostly affecting speed of factorials
2012-06-18T01:33:24-05:00Maximasindiff ( y , x , 1 ) = sin(x);0.0 5. 1.0000000000000007 1.000E-316300.0 9.12701057832758700000000000000E-141000No PoleNANA11 Minutes 54 Seconds47 Minutes 32 Seconds 092 sin diffeq.maxsin maxima resultsMostly affecting speed of factorials
2012-06-18T01:33:12-05:00Maplesindiff ( y , x , 1 ) = sin(x);0510.00132304.86111e-182.80275e-151000No PoleNANA10 Seconds41 Seconds 092 sin diffeq.mxtsin maple resultsMostly affecting speed of factorials
2012-06-18T01:21:44-05:00Maximasinhdiff ( y , x , 1 ) = sinh ( x ) ;0.0 10. 1.0000000000000007 1.000E-316302.220445494138893700000000000000E-142.27014419008787550000000000000E-131000No PoleNANA11 Minutes 26 Seconds1 Hours 42 Minutes 50 Seconds 092 sinh diffeq.maxsinh maxima resultsMostly affecting speed of factorials
2012-06-18T01:21:32-05:00Maplesinhdiff ( y , x , 1 ) = sinh ( x ) ;01010.00132302.43056e-182.24609e-151000No PoleNANA10 Seconds1 Minutes 33 Seconds 092 sinh diffeq.mxtsinh maple resultsMostly affecting speed of factorials
2012-06-18T01:16:49-05:00Maximasing5diff ( y , x , 1 ) = m1 * 3.0 / x / x / x / x ;-1. -0.7 -0.6999999999999997 1.000E-316308.85516548088105400000000000000E-146.8331917901787100000000000E-11300Real0.7088909207102968 5.625705785345513 4 Minutes 41 SecondsDone 092 sing5 diffeq.maxsing5 maxima resultsMostly affecting speed of factorials
2012-06-18T01:16:44-05:00Maplesing5diff ( y , x , 1 ) = m1 * 3.0 / x / x / x / x ;-1-0.7-0.6990.00132309.78789e-146.89803e-11301Real0.707885.625713 SecondsDone 092 sing5 diffeq.mxtsing5 maple resultsMostly affecting speed of factorials
2012-06-18T01:01:39-05:00Maximasing4diff ( y , x , 1 ) = m1 * 2.0 * x / (x * x + 1.0) /( x * x + 1.0);-2. 1. -1.0860000000001007 1.000E-316302.773337670625154000000000000000E-146.170019828389336000000000000E-12914Complex1.4923457263399504 3.5761128758955145 15 Minutes 0 Seconds34 Minutes 11 Seconds 092 sing4 diffeq.maxsing4 maxima resultsMostly affecting speed of factorials
2012-06-18T01:00:57-05:00Maplesing4diff ( y , x , 1 ) = m1 * 2.0 * x / (x * x + 1.0) /( x * x + 1.0);-21-10.00132306.51145e-181.48986e-131000Complex1.430383.5946836 Seconds1 Minutes 12 Seconds 092 sing4 diffeq.mxtsing4 maple resultsMostly affecting speed of factorials
2012-06-18T00:57:08-05:00Maximasing3diff ( y , x , 1 ) = m1 * 2.0 / x / x / x ;-1. -0.7 -0.6999999999999997 1.000E-316302.216007377597861400000000000000E-141.91056059861693800000000000E-11300Real0.7066060198307029 4.4367431074464925 3 Minutes 46 SecondsDone 092 sing3 diffeq.maxsing3 maxima resultsMostly affecting speed of factorials
2012-06-18T00:57:04-05:00Maplesing3diff ( y , x , 1 ) = m1 * 2.0 / x / x / x ;-1-0.7-0.6990.00132302.44894e-141.92038e-11301Real0.7055984.436743 SecondsDone 092 sing3 diffeq.mxtsing3 maple resultsMostly affecting speed of factorials
2012-06-18T00:49:19-05:00Maximasing2diff ( y , x , 1 ) = 1.0/ (x * x + 1.0) ;-2. 1. -1.0000000000001101 1.000E-316302.00591605924376220000000000000E-144.367961762542922300000000000E-121000Complex1.419495265777604 2.1749435223852025 7 Minutes 40 Seconds15 Minutes 18 Seconds 092 sing2 diffeq.maxsing2 maxima resultsMostly affecting speed of factorials
2012-06-18T00:48:52-05:00Maplesing2diff ( y , x , 1 ) = 1.0/ (x * x + 1.0) ;-21-10.00132301.48373e-182.04881e-141000Complex1.41952.1749421 Seconds43 Seconds 092 sing2 diffeq.mxtsing2 maple resultsMostly affecting speed of factorials
2012-06-18T00:46:55-05:00Maximanonlinear2diff ( y , x , 1 ) = y * y;0.0 0.2 0.20000000000000015 1.000E-316302.4376056728669940000000000000E-133.23647775246626900000000000E-10200No PoleNANA1 Minutes 52 SecondsDone 092 nonlinear2 diffeq.maxnonlinear2 maxima resultsMostly affecting speed of factorials
2012-06-18T00:46:46-05:00Maplenonlinear2diff ( y , x , 1 ) = y * y;00.20.2010.00132302.30670e-133.29699e-10201No PoleNANA5 SecondsDone 092 nonlinear2 diffeq.mxtnonlinear2 maple resultsMostly affecting speed of factorials
2012-06-18T00:44:36-05:00Maximanonlinear1diff ( y , x , 1 ) = y * y;0.0 0.5 0.5000000000000003 1.000E-316300.0 2.651212582804872000000000000E-11500No PoleNANA2 Minutes 7 SecondsDone 092 nonlinear1 diffeq.maxnonlinear1 maxima resultsMostly affecting speed of factorials
2012-06-18T00:44:30-05:00Maplenonlinear1diff ( y , x , 1 ) = y * y;00.50.5010.00132303.55119e-152.70210e-11501No PoleNANA4 SecondsDone 092 nonlinear1 diffeq.mxtnonlinear1 maple resultsMostly affecting speed of factorials
2012-06-18T00:38:52-05:00Maximamultdiff ( y , x , 1 ) = x * x ;0.1 10. 1.0999999999999897 1.000E-316300.0 8.9207483853511380000000000000E-131000No PoleNANA5 Minutes 36 Seconds49 Minutes 52 Seconds 092 mult diffeq.maxmult maxima resultsMostly affecting speed of factorials
2012-06-18T00:38:46-05:00Maplemultdiff ( y , x , 1 ) = x * x ;0.1101.10.00132309.99657e-302.31355e-271000No PoleNANA4 Seconds38 Seconds 092 mult diffeq.mxtmult maple resultsMostly affecting speed of factorials
2012-06-18T00:23:43-05:00Maximamult2diff ( y , x , 1 ) = sin(x) * cos(x) ;0.1 10. 0.7920000000000006 1.000E-316301.475297896157856700000000000000E-145.06575031710397900000000000000E-14692No PoleNANA15 Minutes 0 Seconds3 Hours 19 Minutes 28 Seconds 092 mult2 diffeq.maxmult2 maxima resultsMostly affecting speed of factorials
2012-06-18T00:23:19-05:00Maplemult2diff ( y , x , 1 ) = sin(x) * cos(x) ;0.1101.10.00132305.06426e-171.25203e-141000No PoleNANA22 Seconds3 Minutes 18 Seconds 092 mult2 diffeq.mxtmult2 maple resultsMostly affecting speed of factorials
2012-06-18T00:08:11-05:00Maximamtest9_revdiff(y2,x,1) = y1 - 2.0;0.5 10. 0.7390000000000002 1.000E-316300.0 9.46224422338227700E-2239No PoleNANA15 Minutes 2 Seconds9 Hours 40 Minutes 7 Seconds 092 mtest9_rev diffeq.maxmtest9_rev maxima resultsMostly affecting speed of factorials
dittodittodittodiff(y1,x,1) = diff(y2,x,5);dittodittodittodittodittoditto3.537240187435731000E-27.26089403052979 dittoNo PoleNANAdittodittodittodittodittoditto
2012-06-18T00:05:59-05:00Maplemtest9_revdiff(y2,x,1) = y1 - 2.0;0.5101.50.00132303.55904e-165.760221000No PoleNANA2 Minutes 4 Seconds17 Minutes 35 Seconds 092 mtest9_rev diffeq.mxtmtest9_rev maple resultsMostly affecting speed of factorials
dittodittodittodiff(y1,x,1) = diff(y2,x,5);dittodittodittodittodittoditto0.035372417.2834dittoNo PoleNANAdittodittodittodittodittoditto
2012-06-17T23:50:46-05:00Maximamtest9diff(y1,x,1) = diff(y2,x,5);0.5 10. 0.7640000000000002 1.000E-316303.537240187435731000E-27.890204569980283 264No PoleNANA15 Minutes 10 Seconds8 Hours 48 Minutes 41 Seconds 092 mtest9 diffeq.maxmtest9 maxima resultsMostly affecting speed of factorials
dittodittodittodiff(y2,x,1) = y1 - 2.0;dittodittodittodittodittoditto0.0 0.12719935621072906 dittoNo PoleNANAdittodittodittodittodittoditto
2012-06-17T23:49:52-05:00Maplemtest9diff(y1,x,1) = diff(y2,x,5);0.5101.50.00132300.035372417.28341000No PoleNANA50 Seconds7 Minutes 12 Seconds 092 mtest9 diffeq.mxtmtest9 maple resultsMostly affecting speed of factorials
dittodittodittodiff(y2,x,1) = y1 - 2.0;dittodittodittodittodittoditto3.55904e-165.76022dittoNo PoleNANAdittodittodittodittodittoditto
2012-06-17T23:34:39-05:00Maximamtest8diff ( y2 , x , 4 ) = y1 - 1.0;0.1 5.1 0.1920000000000001 1.000E-316305.2443776719023730000000000000E-131.040939122184226800E-292No PoleNANA15 Minutes 10 Seconds13 Hours 20 Minutes 26 Seconds 092 mtest8 diffeq.maxmtest8 maxima resultsMostly affecting speed of factorials
dittodittodittodiff ( y1 , x , 1 ) = m1 * diff ( y2 , x , 3 ) ;dittodittodittodittodittoditto3.182406658853870000E-47.6235756438298500E-2dittoNo PoleNANAdittodittodittodittodittoditto
2012-06-17T23:31:51-05:00Maplemtest8diff ( y2 , x , 4 ) = y1 - 1.0;0.15.11.10.00132305.30323e-138.06161000No PoleNANA2 Minutes 42 Seconds10 Minutes 50 Seconds 092 mtest8 diffeq.mxtmtest8 maple resultsMostly affecting speed of factorials
dittodittodittodiff ( y1 , x , 1 ) = m1 * diff ( y2 , x , 3 ) ;dittodittodittodittodittoditto0.0003182413.2187dittoNo PoleNANAdittodittodittodittodittoditto
2012-06-17T23:16:33-05:00Maximamtest7diff ( y2 , x , 5 ) = y1 ;0.0 5. 9.10000000000000700E-21.000E-316300.0 1.113000664439650500E-291No PoleNANA15 Minutes 11 Seconds13 Hours 30 Minutes 11 Seconds 092 mtest7 diffeq.maxmtest7 maxima resultsMostly affecting speed of factorials
dittodittodittodiff ( y1 , x , 1 ) = m1 * y2 + 1.0;dittodittodittodittodittoditto0.0 1.36881109452702070000E-4dittoNo PoleNANAdittodittodittodittodittoditto
2012-06-17T23:13:22-05:00Maplemtest7diff ( y2 , x , 5 ) = y1 ;0510.00132308.32501e-168.581481000No PoleNANA3 Minutes 6 Seconds12 Minutes 24 Seconds 092 mtest7 diffeq.mxtmtest7 maple resultsMostly affecting speed of factorials
dittodittodittodiff ( y1 , x , 1 ) = m1 * y2 + 1.0;dittodittodittodittodittoditto4.93056e-182.60563dittoNo PoleNANAdittodittodittodittodittoditto
2012-06-17T22:57:16-05:00Maplemtest6_revdiff (x2,t,2) = 3.0 * diff(x2,t,1) - 2.0 * x2 - diff(x1,t,2) - diff (x1,t,1) + x1;0.551.50.00132302.06898e+151.88553e+198981000No PoleNANA8 Minutes 31 Seconds29 Minutes 48 Seconds 092 mtest6_rev diffeq.mxtmtest6_rev maple resultsMostly affecting speed of factorials
dittodittodittodiff (x1,t,1) = 4.0 * x2 - 2.0 * diff (x2,t ,1) - 2.0 * x1;dittodittodittodittodittoditto1.54400e+171.40978e+19900dittoNo PoleNANAdittodittodittodittodittoditto
2012-06-17T22:42:15-05:00Maplemtest6diff (x1,t,1) = 4.0 * x2 - 2.0 * diff (x2,t ,1) - 2.0 * x1;0.551.50.00132303.44182e+143.14299e+198971000No PoleNANA8 Minutes 18 Seconds29 Minutes 0 Seconds 092 mtest6 diffeq.mxtmtest6 maple resultsMostly affecting speed of factorials
dittodittodittodiff (x2,t,2) = 3.0 * diff(x2,t,1) - 2.0 * x2 - diff(x1,t,2) - diff (x1,t,1) + x1;dittodittodittodittodittoditto6.14833e+125.59381e+19895dittoNo PoleNANAdittodittodittodittodittoditto
2012-06-17T22:26:45-05:00Maximamtest5diff ( y2 , x , 1 ) = diff ( y1, x , 1) ;0.1 5. 0.15200000000000005 1.000E-316309.932723417763424000E-30.6433967585489911 52No PoleNANA15 Minutes 24 Seconds23 Hours 29 Minutes 26 Seconds 092 mtest5 diffeq.maxmtest5 maxima resultsMostly affecting speed of factorials
dittodittodittodiff ( y1 , x , 1 ) = sin ( x ) ;dittodittodittodittodittoditto0.0 0.0 dittoNo PoleNANAdittodittodittodittodittoditto
2012-06-17T22:21:29-05:00Maplemtest5diff ( y2 , x , 1 ) = diff ( y1, x , 1) ;0.151.10.00132300.0099327234.98521000No PoleNANA5 Minutes 8 Seconds20 Minutes 3 Seconds 092 mtest5 diffeq.mxtmtest5 maple resultsMostly affecting speed of factorials
dittodittodittodiff ( y1 , x , 1 ) = sin ( x ) ;dittodittodittodittodittoditto4.81221e-182.48820e-15dittoNo PoleNANAdittodittodittodittodittoditto
2012-06-17T22:05:43-05:00Maximamtest4diff ( y2 , x , 3 ) = m1 * cos(x) ;0.1 5. 0.12900000000000003 1.000E-316309.148823417296956000000000E-92.2476001911447810000E-429No PoleNANA15 Minutes 39 Seconds1 Days 18 Hours 21 Minutes 40 Seconds 092 mtest4 diffeq.maxmtest4 maxima resultsMostly affecting speed of factorials
dittodittodittodiff ( y1 , x , 1 ) = m1 * y2 + 1.0;dittodittodittodittodittoditto5.062342107764748000000000000E-123.7202882229441950000000E-6dittoNo PoleNANAdittodittodittodittodittoditto
2012-06-17T21:56:57-05:00Maplemtest4diff ( y2 , x , 3 ) = m1 * cos(x) ;0.151.10.00132309.14882e-0914.42221000No PoleNANA8 Minutes 36 Seconds33 Minutes 33 Seconds 092 mtest4 diffeq.mxtmtest4 maple resultsMostly affecting speed of factorials
dittodittodittodiff ( y1 , x , 1 ) = m1 * y2 + 1.0;dittodittodittodittodittoditto5.07419e-1247.2542dittoNo PoleNANAdittodittodittodittodittoditto
2012-06-17T21:41:44-05:00Maximamtest3diff ( y2 , x , 1 ) = m1 * y1 + 1.0;0.1 0.5 0.23000000000000012 1.000E-316301.234717587259694700000000000000E-144.31421257205751860000000000000E-14130No PoleNANA15 Minutes 10 Seconds31 Minutes 9 Seconds 092 mtest3 diffeq.maxmtest3 maxima resultsMostly affecting speed of factorials
dittodittodittodiff ( y1 , x , 1 ) = y2 - 1.0;dittodittodittodittodittoditto0.0 6.75021692076061200000000000000E-14dittoNo PoleNANAdittodittodittodittodittoditto
2012-06-17T21:39:43-05:00Maplemtest3diff ( y2 , x , 1 ) = m1 * y1 + 1.0;0.10.50.5010.00132305.78395e-191.82183e-15401No PoleNANA1 Minutes 54 SecondsDone 092 mtest3 diffeq.mxtmtest3 maple resultsMostly affecting speed of factorials
dittodittodittodiff ( y1 , x , 1 ) = y2 - 1.0;dittodittodittodittodittoditto2.42270e-189.07704e-16dittoNo PoleNANAdittodittodittodittodittoditto
2012-06-17T21:24:21-05:00Maximamtest2diff ( y1 , x , 1 ) = m1 * y2 + 1.0;0.1 10. 0.22800000000000012 1.000E-316300.0 6.74866450860588400000000000000E-14128No PoleNANA15 Minutes 19 Seconds19 Hours 20 Minutes 25 Seconds 092 mtest2 diffeq.maxmtest2 maxima resultsMostly affecting speed of factorials
dittodittodittodiff ( y2 , x , 1 ) = y1 - 1.0;dittodittodittodittodittoditto0.0 9.05543309387572800000000000000E-14dittoNo PoleNANAdittodittodittodittodittoditto
2012-06-17T21:22:17-05:00Maplemtest2diff ( y1 , x , 1 ) = m1 * y2 + 1.0;0.1101.10.00132302.42270e-181.49837e-151000No PoleNANA2 Minutes 0 Seconds17 Minutes 49 Seconds 092 mtest2 diffeq.mxtmtest2 maple resultsMostly affecting speed of factorials
dittodittodittodiff ( y2 , x , 1 ) = y1 - 1.0;dittodittodittodittodittoditto4.72441e-192.29784e-15dittoNo PoleNANAdittodittodittodittodittoditto
2012-06-17T21:18:13-05:00Maximalogdiff ( y , x , 1 ) = log ( x ) ;20. 30. 21.000000000001222 1.000E-316304.056703151357740600E-238.89993431646115 1000No PoleNANA4 Minutes 0 Seconds35 Minutes 59 Seconds 092 log diffeq.maxlog maxima resultsMostly affecting speed of factorials
2012-06-17T21:18:01-05:00Maplelogdiff ( y , x , 1 ) = log ( x ) ;2030210.00132300.04056738.89991000No PoleNANA7 Seconds1 Minutes 7 Seconds 092 log diffeq.mxtlog maple resultsMostly affecting speed of factorials
2012-06-17T21:02:58-05:00Maximah3sindiff ( y , x , 3 ) = sin(x);0.1 5. 1.042999999999996 1.000E-316301.65874430107641900000000E-862.199875909915775 943No PoleNANA15 Minutes 1 Seconds1 Hours 2 Minutes 56 Seconds 092 h3sin diffeq.maxh3sin maxima resultsMostly affecting speed of factorials
2012-06-17T21:02:40-05:00Mapleh3sindiff ( y , x , 3 ) = sin(x);0.151.10.00132301.65874e-0889.8831000No PoleNANA15 Seconds1 Minutes 0 Seconds 092 h3sin diffeq.mxth3sin maple resultsMostly affecting speed of factorials
2012-06-17T20:50:23-05:00Maximah2sindiff ( y , x , 2 ) = sin(x);0.1 5. 1.0999999999999897 1.000E-316304.4513438553631100000E-515.386950889022907 1000No PoleNANA12 Minutes 15 Seconds47 Minutes 42 Seconds 092 h2sin diffeq.maxh2sin maxima resultsMostly affecting speed of factorials
2012-06-17T20:50:09-05:00Mapleh2sindiff ( y , x , 2 ) = sin(x);0.151.10.00132304.45134e-0515.3871000No PoleNANA12 Seconds49 Seconds 092 h2sin diffeq.mxth2sin maple resultsMostly affecting speed of factorials
2012-06-17T20:42:48-05:00Maximaexpdiff ( y , x , 1 ) = exp ( x ) ;1. 10. 1.9999999999998899 1.000E-316301.19346690251158600000000000000E-146.0771367707614590000000000000E-121000No PoleNANA7 Minutes 17 Seconds58 Minutes 12 Seconds 092 exp diffeq.maxexp maxima resultsMostly affecting speed of factorials
2012-06-17T20:42:23-05:00Mapleexpdiff ( y , x , 1 ) = exp ( x ) ;11020.00132303.55186e-182.70570e-151000No PoleNANA18 Seconds2 Minutes 27 Seconds 092 exp diffeq.mxtexp maple resultsMostly affecting speed of factorials
2012-06-17T20:27:16-05:00Maximadivdiff ( y , x , 1 ) = sin ( x ) / cos ( x ) ;0.1 1. 0.8210000000000006 1.000E-316300.0 1.8632013147557550000000000000E-13721Real0.7519531778471419 2.0816640989619124 15 Minutes 2 Seconds3 Minutes 42 Seconds 092 div diffeq.maxdiv maxima resultsMostly affecting speed of factorials
2012-06-17T20:26:41-05:00Mapledivdiff ( y , x , 1 ) = sin ( x ) / cos ( x ) ;0.111.0010.00132304.21819e-177.36824e-13901Real0.5716762.0816631 SecondsDone 092 div diffeq.mxtdiv maple resultsMostly affecting speed of factorials
2012-06-17T20:21:30-05:00Maximadiffdiff ( y , x , 2 ) = diff ( y , x , 1 ) ;-4. 1. -3.00000000000011 1.000E-316302.18046940240278400000000000000E-148.18531298361667500000E-51000No PoleNANA5 Minutes 7 Seconds20 Minutes 26 Seconds 092 diff diffeq.maxdiff maxima resultsMostly affecting speed of factorials
2012-06-17T20:21:09-05:00Maplediffdiff ( y , x , 2 ) = diff ( y , x , 1 ) ;-41-30.00132302.49904e-148.18531e-051000No PoleNANA16 Seconds1 Minutes 4 Seconds 092 diff diffeq.mxtdiff maple resultsMostly affecting speed of factorials
2012-06-17T20:10:38-05:00Maximadiff2diff ( y , x , 3 ) = m1 * diff ( y , x , 1 ) ;0.1 5. 1.0999999999999897 1.000E-316300.0 4.61907091053920300E-21000No PoleNANA10 Minutes 27 Seconds40 Minutes 45 Seconds 092 diff2 diffeq.maxdiff2 maxima resultsMostly affecting speed of factorials
2012-06-17T20:10:25-05:00Maplediff2diff ( y , x , 3 ) = m1 * diff ( y , x , 1 ) ;0.151.10.00132302.76597e-170.04619071000No PoleNANA11 Seconds44 Seconds 092 diff2 diffeq.mxtdiff2 maple resultsMostly affecting speed of factorials
2012-06-17T20:05:58-05:00Maximadiff0diff ( y , x , 1 ) = y - 1.0;1.1 5. 2.09999999999989 1.000E-316302.216472085162868300000000000000E-149.57346729369101000000000000E-121000Complex5.5259266646203700000000E-80.49999999997726263 4 Minutes 25 Seconds12 Minutes 48 Seconds 092 diff0 diffeq.maxdiff0 maxima resultsMostly affecting speed of factorials
2012-06-17T20:05:52-05:00Maplediff0diff ( y , x , 1 ) = y - 1.0;1.152.10.00132303.67080e-184.35783e-151000No PoleNANA4 Seconds13 Seconds 092 diff0 diffeq.mxtdiff0 maple resultsMostly affecting speed of factorials
2012-06-17T19:54:37-05:00Maximacosdiff ( y , x , 1 ) = cos ( x ) ;1.6 10. 2.59999999999989 1.000E-316301.110476266662671600000000000000E-143.574980835324964000000000000E-121000No PoleNANA11 Minutes 12 Seconds1 Hours 22 Minutes 53 Seconds 092 cos diffeq.maxcos maxima resultsMostly affecting speed of factorials
2012-06-17T19:54:25-05:00Maplecosdiff ( y , x , 1 ) = cos ( x ) ;1.6102.60.00132302.43006e-182.65536e-151000No PoleNANA10 Seconds1 Minutes 19 Seconds 092 cos diffeq.mxtcos maple resultsMostly affecting speed of factorials
2012-06-17T19:43:50-05:00Maximacoshdiff ( y , x , 1 ) = cosh ( x ) ;0.1 2. 1.0999999999999897 1.000E-316300.0 7.7955504145001290000000000000E-131000No PoleNANA10 Minutes 30 Seconds9 Minutes 26 Seconds 092 cosh diffeq.maxcosh maxima resultsMostly affecting speed of factorials
2012-06-17T19:43:19-05:00Maplecoshdiff ( y , x , 1 ) = cosh ( x ) ;0.121.10.00132304.43054e-191.38017e-151000No PoleNANA25 Seconds23 Seconds 092 cosh diffeq.mxtcosh maple resultsMostly affecting speed of factorials
2012-06-17T19:28:13-05:00Maximaarctandiff ( y , x , 1 ) = arctan ( x ) ;-1. 5. -0.39999999999999947 1.000E-316300.0 4.27421368971128870000000000000E-14600Complex1.0752470937172307 0.9048305789616364 15 Minutes 2 Seconds2 Hours 15 Minutes 11 Seconds 092 arctan diffeq.maxarctan maxima resultsMostly affecting speed of factorials
2012-06-17T19:27:33-05:00Maplearctandiff ( y , x , 1 ) = arctan ( x ) ;-1500.00132305.98744e-181.99547e-171000Complex0.9979580.90379638 Seconds3 Minutes 13 Seconds 092 arctan diffeq.mxtarctan maple resultsMostly affecting speed of factorials
2012-06-17T19:15:03-05:00Maximaarcsindiff ( y , x , 1 ) = arcsin ( x ) ;-0.8 0.8 0.20000000000000082 1.000E-316300.0 6.7641215899266590000000000000E-131000Real0.8029468293909879 0.4872730627942836 12 Minutes 27 Seconds7 Minutes 27 Seconds 092 arcsin diffeq.maxarcsin maxima resultsMostly affecting speed of factorials
2012-06-17T19:14:44-05:00Maplearcsindiff ( y , x , 1 ) = arcsin ( x ) ;-0.80.80.20.00132309.33063e-155.97211e-131000Real0.8029470.48727316 Seconds9 Seconds 092 arcsin diffeq.mxtarcsin maple resultsMostly affecting speed of factorials
2012-06-17T19:03:24-05:00Maximaarccosdiff ( y , x , 1 ) = arccos ( x ) ;-0.8 0.8 0.20000000000000082 1.000E-316303.725730792693096600000000000000E-141.3383501384612354000000000000E-121000Real0.8029468293909879 0.4872730627942836 11 Minutes 16 Seconds6 Minutes 44 Seconds 092 arccos diffeq.maxarccos maxima resultsMostly affecting speed of factorials
2012-06-17T19:02:38-05:00Maplearccosdiff ( y , x , 1 ) = arccos ( x ) ;-0.80.80.20.00132305.23055e-141.39373e-121000Real0.8029470.48727341 Seconds24 Seconds 092 arccos diffeq.mxtarccos maple resultsMostly affecting speed of factorials
2012-06-17T18:47:32-05:00Maximaadddiff ( y , x , 1 ) = cos ( x ) + sin ( x ) ;0.0 10. 0.9710000000000008 1.000E-316302.218226713792960400000000000000E-143.33905170809750960000000000000E-13971No PoleNANA15 Minutes 2 Seconds2 Hours 19 Minutes 46 Seconds 092 add diffeq.maxadd maxima resultsMostly affecting speed of factorials
2012-06-17T18:47:13-05:00Mapleadddiff ( y , x , 1 ) = cos ( x ) + sin ( x ) ;01010.00132304.85530e-188.07314e-161000No PoleNANA16 Seconds2 Minutes 30 Seconds 092 add diffeq.mxtadd maple resultsMostly affecting speed of factorials
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