Experiments

Intro ] test1 ] test10 ]
test11 ] test12 ] test13 ]
test14 ] test15 ] test16 ]
test17 ] test18 ] test19 ]
test2 ] test20 ] test3 ]
test4 ] test5 ] test6 ]
test7 ] test8 ] [ test9 ]
[  ]

Up: Report ]

Back Propagation Neural Network:
Numer Input Nodes: 104
Number Hidden Nodes: 2
Number Output Nodes: 2
	-I	100
	-E	0.3
	-S	105218683
	-H	2
	-M	0.1
Input Weights:
	-0.5265145058768783	0.940836226139411
	-0.7995248433261364	0.2943832377709914
	0.8586579251646673	-0.38338365922852913
	-0.9458777939129113	0.5659859902928301
	0.774468687719678	-0.09855932167701109
	0.3592837531368027	0.17386053157519643
	-0.5211987136409006	-0.5444587784950206
	-0.6784300854642278	0.5467366002901568
	0.41772640915650183	-0.25756287720906923
	-0.41774846710986413	-0.34466732379334974
	-0.7845665601107363	0.8729362849964601
	-0.5481950921622989	0.6775343990910958
	-0.17236038757441663	-0.44627403944026156
	-0.18930096724800705	-0.195924629039115
	0.9682059996449703	0.5691087346752415
	-0.884624128803029	-0.6794425128853561
	0.3009291387910866	0.8948300508674578
	-0.8376837804229618	-0.0754382646970011
	0.14950344143342686	-0.8268318068609788
	0.07653688230488132	0.09064293375498722
	0.30009699018352354	-0.5592114398593697
	-0.36865383175990996	-0.8246874588739432
	-0.746750982546412	-0.26368518105116134
	-0.3290445420191488	-0.4284177043724178
	0.6440177686836182	0.5329067333405573
	-0.23737497084525283	0.5099131003591708
	-0.17062467306894247	0.32087035381257634
	-0.11482459323310334	-0.29012860469100343
	0.3963999856025864	0.5537340251042795
	-0.9305639624194741	-0.11641205888571671
	-0.15075001463585092	-0.5156920925165014
	-0.4841988201574685	-0.3338738338861573
	-0.5186461661036172	0.039783390258986806
	-0.6344725434355463	-0.29425836800106064
	0.6446120798812034	-0.8295739261593504
	-0.4944891339401243	-0.08585657507596589
	-0.2786836299717268	0.3771461946468635
	0.5195339247497448	-0.0026110779841159726
	-0.762658066973612	0.17020463809848607
	0.10964461356177346	0.8248491341396191
	0.0961012766605902	-0.2057033489233675
	-0.5845689924771031	-0.3715868797184292
	0.9496506813299364	0.9027680625540166
	-0.9587423135801421	0.8571445358394982
	0.5628560319222948	0.1730208157224864
	-0.8844549828458184	-0.636892637852027
	-0.30595619481461656	0.7922759514527287
	0.1741662619223956	-0.20007579882119275
	-0.24477503929187483	-0.05745322447450807
	0.3730288612854158	0.23346885778689397
	-0.7103240237761952	0.9794476451267586
	0.7526553136109191	0.2693069268835828
	-0.7039683373311258	0.0035906341987468338
	-0.27139349514437106	0.9882319919397042
	0.5364826860655969	-0.49317870886634596
	-0.6368403706362142	-0.13761426974137003
	-0.6886890943774158	-0.7518231105543085
	-0.54822109063481	-0.9683577904542275
	-0.3992622420829246	-0.5452639172856251
	-0.8326328405596073	-0.9964315058779685
	0.02453487439073765	-0.20227016376024798
	0.5495748632037503	0.36948662695634704
	-0.4745473208410662	0.7804188725985894
	-0.9221628212900783	-0.4081536382596036
	-0.9616051674119843	-0.4239256433669554
	0.9663209376070419	-0.37908445929270895
	0.37629869225394175	-0.1745543577644486
	-0.32363505842669804	-0.9329059393374148
	-0.9224854763075712	-0.7343750220186569
	0.9357951496040546	-0.8668978925653312
	0.6684984847958173	0.6072395185240071
	0.7319648823575673	-0.5392308085119377
	0.5689874085036983	0.06418291861032799
	0.22251985895301307	0.6518044993777052
	-0.7075999455536286	-0.9018420531195248
	-0.8305139721773633	-0.6188539525697614
	-0.5213545467893614	-0.033599825137355044
	-0.2981600725393925	-0.14558983261481662
	-0.8347894667640601	-0.2788886430477844
	0.2715136682789854	0.7054834214416419
	-0.7005170264415332	-0.46188724843708906
	0.37882246465267566	-0.6569425954251444
	-0.7163664590812981	0.2535470862745264
	0.7653507180892718	-0.9887083636349274
	-0.9953256496166156	-0.6666166540479987
	0.5339057954112081	-0.5760548012090887
	0.7369199093727765	-0.7679770457034216
	0.2535151149707653	-0.5238694026228283
	0.13113988591318138	0.2232355673276314
	0.2086151691217064	0.16495722847141758
	0.5621058462175919	0.7874847044558462
	-0.8096722245172627	0.11013485585183669
	-0.049369019978785955	0.9617024916254624
	-0.29244583368116994	0.8272430727313687
	-0.917020058310315	-0.3832472094575232
	-0.7111916304992416	-0.2422710862866282
	-0.08618080592095567	0.3089527570417405
	-0.8067297986994739	-0.1925865688676338
	-0.42841574774272106	-0.4913848146544533
	-0.1387649347091695	-0.685239822102949
	-0.7811081969833482	-0.03710234745352459
	-0.2115153235315932	-0.29447667431186164
	-0.29417780017663886	0.49331159072265174
	-0.8466335376514098	-0.9454566293010358
Hidden Weights:
	0.8755676432107309	0.05003168826299276
	0.36901005410919985	0.27208775153771003


Options: -M 0.1 

Back Propagation Neural Network:
Numer Input Nodes: 104
Number Hidden Nodes: 2
Number Output Nodes: 2
	-I	100
	-E	0.3
	-S	105218683
	-H	2
	-M	0.1
Input Weights:
	-0.5265145058768783	0.940836226139411
	-0.7995248433261364	0.2943832377709914
	0.8586579251646673	-0.38338365922852913
	-0.9458777939129113	0.5659859902928301
	0.774468687719678	-0.09855932167701109
	0.3592837531368027	0.17386053157519643
	-0.5211987136409006	-0.5444587784950206
	-0.6784300854642278	0.5467366002901568
	0.41772640915650183	-0.25756287720906923
	-0.41774846710986413	-0.34466732379334974
	-0.7845665601107363	0.8729362849964601
	-0.5481950921622989	0.6775343990910958
	-0.17236038757441663	-0.44627403944026156
	-0.18930096724800705	-0.195924629039115
	0.9682059996449703	0.5691087346752415
	-0.884624128803029	-0.6794425128853561
	0.3009291387910866	0.8948300508674578
	-0.8376837804229618	-0.0754382646970011
	0.14950344143342686	-0.8268318068609788
	0.07653688230488132	0.09064293375498722
	0.30009699018352354	-0.5592114398593697
	-0.36865383175990996	-0.8246874588739432
	-0.746750982546412	-0.26368518105116134
	-0.3290445420191488	-0.4284177043724178
	0.6440177686836182	0.5329067333405573
	-0.23737497084525283	0.5099131003591708
	-0.17062467306894247	0.32087035381257634
	-0.11482459323310334	-0.29012860469100343
	0.3963999856025864	0.5537340251042795
	-0.9305639624194741	-0.11641205888571671
	-0.15075001463585092	-0.5156920925165014
	-0.4841988201574685	-0.3338738338861573
	-0.5186461661036172	0.039783390258986806
	-0.6344725434355463	-0.29425836800106064
	0.6446120798812034	-0.8295739261593504
	-0.4944891339401243	-0.08585657507596589
	-0.2786836299717268	0.3771461946468635
	0.5195339247497448	-0.0026110779841159726
	-0.762658066973612	0.17020463809848607
	0.10964461356177346	0.8248491341396191
	0.0961012766605902	-0.2057033489233675
	-0.5845689924771031	-0.3715868797184292
	0.9496506813299364	0.9027680625540166
	-0.9587423135801421	0.8571445358394982
	0.5628560319222948	0.1730208157224864
	-0.8844549828458184	-0.636892637852027
	-0.30595619481461656	0.7922759514527287
	0.1741662619223956	-0.20007579882119275
	-0.24477503929187483	-0.05745322447450807
	0.3730288612854158	0.23346885778689397
	-0.7103240237761952	0.9794476451267586
	0.7526553136109191	0.2693069268835828
	-0.7039683373311258	0.0035906341987468338
	-0.27139349514437106	0.9882319919397042
	0.5364826860655969	-0.49317870886634596
	-0.6368403706362142	-0.13761426974137003
	-0.6886890943774158	-0.7518231105543085
	-0.54822109063481	-0.9683577904542275
	-0.3992622420829246	-0.5452639172856251
	-0.8326328405596073	-0.9964315058779685
	0.02453487439073765	-0.20227016376024798
	0.5495748632037503	0.36948662695634704
	-0.4745473208410662	0.7804188725985894
	-0.9221628212900783	-0.4081536382596036
	-0.9616051674119843	-0.4239256433669554
	0.9663209376070419	-0.37908445929270895
	0.37629869225394175	-0.1745543577644486
	-0.32363505842669804	-0.9329059393374148
	-0.9224854763075712	-0.7343750220186569
	0.9357951496040546	-0.8668978925653312
	0.6684984847958173	0.6072395185240071
	0.7319648823575673	-0.5392308085119377
	0.5689874085036983	0.06418291861032799
	0.22251985895301307	0.6518044993777052
	-0.7075999455536286	-0.9018420531195248
	-0.8305139721773633	-0.6188539525697614
	-0.5213545467893614	-0.033599825137355044
	-0.2981600725393925	-0.14558983261481662
	-0.8347894667640601	-0.2788886430477844
	0.2715136682789854	0.7054834214416419
	-0.7005170264415332	-0.46188724843708906
	0.37882246465267566	-0.6569425954251444
	-0.7163664590812981	0.2535470862745264
	0.7653507180892718	-0.9887083636349274
	-0.9953256496166156	-0.6666166540479987
	0.5339057954112081	-0.5760548012090887
	0.7369199093727765	-0.7679770457034216
	0.2535151149707653	-0.5238694026228283
	0.13113988591318138	0.2232355673276314
	0.2086151691217064	0.16495722847141758
	0.5621058462175919	0.7874847044558462
	-0.8096722245172627	0.11013485585183669
	-0.049369019978785955	0.9617024916254624
	-0.29244583368116994	0.8272430727313687
	-0.917020058310315	-0.3832472094575232
	-0.7111916304992416	-0.2422710862866282
	-0.08618080592095567	0.3089527570417405
	-0.8067297986994739	-0.1925865688676338
	-0.42841574774272106	-0.4913848146544533
	-0.1387649347091695	-0.685239822102949
	-0.7811081969833482	-0.03710234745352459
	-0.2115153235315932	-0.29447667431186164
	-0.29417780017663886	0.49331159072265174
	-0.8466335376514098	-0.9454566293010358
Hidden Weights:
	0.8755676432107309	0.05003168826299276
	0.36901005410919985	0.27208775153771003



=== Error on training data ===

Correctly Classified Instances       24720               75.919  %
Incorrectly Classified Instances      7841               24.081  %
Mean absolute error                      0.4016
Root mean squared error                  0.4332
Relative absolute error                109.8188 %
Root relative squared error            101.304  %
Total Number of Instances            32561     


=== Confusion Matrix ===

     a     b   <-- classified as
     0  7841 |     a = >50K
     0 24720 |     b = <=50K


=== Error on test data ===

Correctly Classified Instances       12435               76.3774 %
Incorrectly Classified Instances      3846               23.6226 %
Mean absolute error                      0.3998
Root mean squared error                  0.4311
Relative absolute error                110.0578 %
Root relative squared error            101.4945 %
Total Number of Instances            16281     


=== Confusion Matrix ===

     a     b   <-- classified as
     0  3846 |     a = >50K
     0 12435 |     b = <=50K

 

by: Keith A. Pray
Last Modified: July 4, 2004 8:59 AM
© 2004 - 1975 Keith A. Pray.
All rights reserved.