Исследование методов оптимизации
Курсовой проект - Компьютеры, программирование
Другие курсовые по предмету Компьютеры, программирование
61000,0117163756560,0041099310,00410993012,0000337833464000,0116248366570,0040778220,00407782112,0000332575304000,0115340126580,0040459630,00404596312,0000327398986000,0114438986590,0040143540,00401435312,0000322303235000,0113544896600,0039829910,00398299012,0000317286799000,0112657776610,0039518730,00395187312,0000312348441000,0111777596620,0039209990,00392099812,0000307486948000,0110904296630,0038903660,00389036512,0000302701123000,0110037816640,0038599720,00385997112,0000297989787000,0109178106650,0038298150,00382981512,0000293351782000,0108325116660,0037998940,00379989412,0000288785965000,0107478786670,0037702070,00377020712,0000284291214000,0106639076680,0037407520,00374075112,0000279866422000,0105805926690,0037115270,00371152612,0000275510500000,0104979276700,0036825300,00368253012,0000271222376000,0104159096710,0036537600,00365376012,0000267000996000,0103345316720,0036252150,00362521412,0000262845319000,0102537906730,0035968920,00359689212,0000258754324000,0101736796740,0035687910,00356879112,0000254727003000,0100941946750,0035409100,00354090912,0000250762366000,0100153306760,0035132460,00351324612,0000246859436000,009937082
Таблица 5.10 Реализация градиентного метода при
Номер итерацииХ1Х2ФункцияПараметр останова10,9921875000,97656250014,8722483227111005,72577143620,9721125960,96670099114,7557785614259005,39134331530,9602526060,94929807514,6474534571582005,17083115740,9441204790,93714339414,5458088271694004,99936495450,9312507040,92245524514,4500157556303004,85103852160,9170526690,90990556714,3595224191039004,71534384970,9042653410,89664829414,2738949399639004,58811715680,8912104990,88436899814,1927681121372004,46748661190,8788695370,87203035014,1158178434957004,352565782100,8666286260,86023055214,0427530347540004,242801681110,8548316090,84858970013,9733086626862004,137814211120,8432508970,83731403713,9072429878283004,037283606130,8320015420,82626120613,8443345058966003,940936337140,8209955530,81549774313,7843800451890003,848521743150,8102669790,80496695713,7271928088998003,759812059160,7997783960,79468635813,6726008530993003,674595835170,7895358000,78463034513,6204456363624003,592677880180,7795203660,77479971113,5705807907100003,513876598190,7697288170,76518041613,5228709928576003,438023378200,7601494720,75576791813,4771909740798003,364961115210,7507763520,74655274913,4334246232260003,294543452220,7416007980,73752898313,3914641877660003,226633778230,7326163680,72868919813,3512095525295003,161104506240,7238159110,72002740613,3125675921953003,097836320250,7151932480,71153729213,2754515864311003,0367175469450,0004260150,00042601512,0000003629777000,0012049539460,0004226870,00042268712,0000003573283000,0011955399470,0004193850,00041938512,0000003517669000,0011861999480,0004161080,00041610812,0000003462920000,0011769329490,0004128570,00041285712,0000003409023000,0011677379500,0004096320,00040963212,0000003355965000,0011586149510,0004064320,00040643212,0000003303733000,0011495629520,0004032560,00040325612,0000003252314000,0011405819530,0004001060,00040010612,0000003201695000,0011316719540,0003969800,00039698012,0000003151864000,0011228299550,0003938790,00039387912,0000003102808000,0011140579560,0003908010,00039080112,0000003054516000,0011053549570,0003877480,00038774812,0000003006976000,0010967189580,0003847190,00038471912,0000002960176000,0010881509590,0003817130,00038171312,0000002914103000,0010796499600,0003787310,00037873112,0000002868748000,0010712149610,0003757720,00037577212,0000002824099000,0010628459620,0003728370,00037283712,0000002780145000,0010545429630,0003699240,00036992412,0000002736875000,0010463039640,0003670340,00036703412,0000002694278000,0010381299650,0003641660,00036416612,0000002652345000,0010300189660,0003613210,00036132112,0000002611064000,0010219719670,0003584990,00035849912,0000002570425000,0010139879680,0003556980,00035569812,0000002530419000,0010060669690,0003529190,00035291912,0000002491036000,000998206
Таблица 5.11 Реализация градиентного метода при
Номер итерацииХ1Х2ФункцияПараметр останова10,9921875000,97656250014,8722483227111005,72577143620,9721125960,96670099114,7557785614259005,39134331530,9602526060,94929807514,6474534571582005,17083115740,9441204790,93714339414,5458088271694004,99936495450,9312507040,92245524514,4500157556303004,85103852160,9170526690,90990556714,3595224191039004,71534384970,9042653410,89664829414,2738949399639004,58811715680,8912104990,88436899814,1927681121372004,46748661190,8788695370,87203035014,1158178434957004,352565782100,8666286260,86023055214,0427530347540004,242801681110,8548316090,84858970013,9733086626862004,137814211120,8432508970,83731403713,9072429878283004,037283606130,8320015420,82626120613,8443345058966003,940936337140,8209955530,81549774313,7843800451890003,848521743150,8102669790,80496695713,7271928088998003,759812059160,7997783960,79468635813,6726008530993003,674595835170,7895358000,78463034513,6204456363624003,592677880180,7795203660,77479971113,5705807907100003,513876598190,7697288170,76518041613,5228709928576003,438023378200,7601494720,75576791813,4771909740798003,364961115210,7507763520,74655274913,4334246232260003,294543452220,7416007980,73752898313,3914641877660003,226633778230,7326163680,72868919813,3512095525295003,161104506240,7238159110,72002740613,3125675921953003,097836320250,7151932480,71153729213,2754515864311003,03671754612390,0000424610,00004246112,0000000036058000,00012009712400,0000421290,00004212912,0000000035497000,00011915912410,0000418000,00004180012,0000000034945000,00011822812420,0000414730,00004147312,0000000034401000,00011730412430,0000411490,00004114912,0000000033865000,00011638812440,0000408280,00004082812,0000000033338000,00011547912450,0000405090,00004050912,0000000032819000,00011457612460,0000401920,00004019212,0000000032309000,00011368112470,0000398780,00003987812,0000000031806000,00011279312480,0000395670,00003956712,0000000031311000,00011191212490,0000392580,00003925812,0000000030823000,00011103812500,0000389510,00003895112,0000000030344000,00011017012510,0000386470,00003864712,0000000029871000,00010930912520,0000383450,00003834512,0000000029406000,00010845512530,0000380450,00003804512,0000000028949000,00010760812540,0000377480,00003774812,0000000028498000,00010676712550,0000374530,00003745312,0000000028055000,00010593312560,0000371610,00003716112,0000000027618000,00010510612570,0000368700,00003687012,0000000027188000,00010428512580,0000365820,00003658212,0000000026765000,00010347012590,0000362960,00003629612,0000000026348000,00010266212600,0000360130,00003601312,0000000025938000,00010186012610,0000357310,00003573112,0000000025535000,00010106412620,0000354520,00003545212,0000000025137000,00010027412630,0000351750,00003517512,0000000024746000,000099491
Таблица 5.12 Реализация градиентного метода при
Номер итерацииХ1Х2ФункцияПараметр останова10,9921875000,97656250014,8722483227111005,72577143620,9721125960,96670099114,7557785614259005,39134331530,9602526060,94929807514,6474534571582005,17083115740,9441204790,93714339414,5458088271694004,99936495450,9312507040,92245524514,4500157556303004,85103852160,9170526690,90990556714,3595224191039004,71534384970,9042653410,89664829414,2738949399639004,58811715680,8912104990,88436899814,1927681121372004,46748661190,8788695370,87203035014,1158178434957004,352565782100,8666286260,86023055214,0427530347540004,242801681110,8548316090,84858970013,9733086626862004,137814211120,8432508970,83731403713,9072429878283004,037283606130,8320015420,82626120613,8443345058966003,940936337140,8209955530,81549774313,7843800451890003,848521743150,8102669790,80496695713,7271928088998003,759812059160,7997783960,79468635813,6726008530993003,674595835170,7895358000,78463034513,6204456363624003,592677880180,7795203660,77479971113,5705807907100003,513876598190,7697288170,76518041613,5228709928576003,438023378200,7601494720,75576791813,4771909740798003,364961115210,7507763520,74655274913,4334246232260003,294543452220,7416007980,73752898313,3914641877660003,226633778230,7326163680,72868919813,3512095525295003,161104506240,7238159110,72002740613,3125675921953003,097836320250,7151932480,71153729213,2754515864311003,03671754615320,0000042650,00000426512,0000000000364000,00001206415330,0000042320,00000423212,0000000000358000,00001197015340,0000041990,00000419912,0000000000353000,00001187715350,0000041660,00000416612,0000000000347000,00001178415360,0000041340,00000413412,0000000000342000,00001169215370,0000041010,00000410112,0000000000336000,00001160015380,0000040690,00000406912,0000000000331000,00001151015390,0000040380,00000403812,0000000000326000,00001142015400,0000040060,00000400612,0000000000321000,00001133115410,0000039750,00000397512,0000000000316000,00001124215420,0000039440,00000394412,0000000000311000,00001115415430,0000039130,00000391312,0000000000306000,00001106715440,0000038820,00000388212,0000000000301000,00001098115450,0000038520,00000385212,0000000000297000,00001089515460,0000038220,00000382212,0000000000292000,00001081015470,0000037920,00000379212,0000000000288000,00001072515480,0000037620,00000376212,0000000000283000,00001064115490,0000037330,00000373312,0000000000279000,00001055815500,0000037040,00000370412,0000000000274000,00001047615510,0000036750,00000367512,0000000000270000,00001039415520,0000036460,00000364612,0000000000266000,00001031315530,0000036180,00000361812,0000000000262000,00001023215540,0000035890,00000358912,0000000000258000,00001015215550,0000035610,00000356112,0000000000254000,00001007315560,0000035340,00000353412,0000000000250000,000009994
Таблица 5.13 Реализация градиентного метода при
Номер итерацииХ1Х2ФункцияПараметр останова10,9921875000,97656250014,8722483227111005,