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robust.gms

* NLP written by GAMS Convert at 06/18/05 10:42:33 * * Equation counts * Total E G L N X C * 10 10 0 0 0 0 0 * * Variable counts * x b i s1s s2s sc si * Total cont binary integer sos1 sos2 scont sint * 25 25 0 0 0 0 0 0 * FX 0 0 0 0 0 0 0 0 * * Nonzero counts * Total const NL DLL * 130 1 129 0 * * Solve m using NLP minimizing objvar; Variables x1,x2,x3,x4,x5,x6,x7,x8,x9,x10,x11,x12,x13,x14,x15,x16,x17,x18,x19 ,x20,x21,x22,x23,x24,objvar; Equations e1,e2,e3,e4,e5,e6,e7,e8,e9,e10; e1.. x1*x1 + x2*x2 + x3*x3 + x4*x4 + x5*x5 + x6*x6 + x7*x7 =E= 1; e2.. x8*x8 + x9*x9 + x10*x10 + x11*x11 + x12*x12 + x13*x13 + x14*x14 =E= 1; e3.. x15*x15 + x16*x16 + x17*x17 + x18*x18 + x19*x19 + x20*x20 + x21*x21 =E= 1; e4.. x1*x8 + x2*x9 + x3*x10 + x4*x11 + x5*x12 + x6*x13 + x7*x14 =E= 0; e5.. x1*x15 + x2*x16 + x3*x17 + x4*x18 + x5*x19 + x6*x20 + x7*x21 =E= 0; e6.. x8*x1 + x9*x2 + x10*x3 + x11*x4 + x12*x5 + x13*x6 + x14*x7 =E= 0; e7.. x8*x15 + x9*x16 + x10*x17 + x11*x18 + x12*x19 + x13*x20 + x14*x21 =E= 0; e8.. x15*x1 + x16*x2 + x17*x3 + x18*x4 + x19*x5 + x20*x6 + x21*x7 =E= 0; e9.. x15*x8 + x16*x9 + x17*x10 + x18*x11 + x19*x12 + x20*x13 + x21*x14 =E= 0; e10.. - (sqrt(0.0001 + sqr(0.261555681146846*x1 - 0.283739981179866*x2 - 0.458386401928001*x3 + 0.908915674177192*x4 - 0.343866734864445*x5 + 0.662314435445691*x6 + 0.486149648370959*x7 + x22)) + sqrt(0.0001 + sqr( 0.222174684904231*x1 - 0.285297245557811*x2 - 0.443876421397259*x3 + 1.37547395903746*x4 - 0.31967997022056*x5 - 1.18702134057305*x6 + 1.15320888763318*x7 + x22)) + sqrt(0.0001 + sqr(0.270874355272957*x1 - 0.355549532335666*x2 - 0.450296665868712*x3 + 0.999392489004581*x4 - 0.00611905005372418*x5 + 0.994592146806168*x6 + 0.9069416124432*x7 + x22) ) + sqrt(0.0001 + sqr(0.272836732629432*x1 - 0.377928786425648*x2 - 0.483098351536263*x3 + 0.624782467950266*x4 + 0.218174284515045*x5 + 0.962119619583899*x6 + 0.107595751236342*x7 + x22)) + sqrt(0.0001 + sqr( 0.311237431988624*x1 - 0.293144711010023*x2 - 0.446802984970518*x3 - 1.98203409295263*x4 - 0.826199950741198*x5 - 1.0043937839472*x6 + 0.752264185266621*x7 + x22)) + sqrt(0.0001 + sqr(0.268967842171685*x1 - 0.362949790072347*x2 - 0.467801964286159*x3 + 1.43053988128271*x4 - 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0.229028493778264*x21 + x24)) + sqrt(0.0001 + sqr(0.299698844450779*x15 - 0.289635097670586*x16 - 0.475022966799211* x17 - 1.65824033579777*x18 + 1.73047264207974*x19 - 1.18395088149471*x20 - 2.02031946083204*x21 + x24)) + sqrt(0.0001 + sqr(0.297268422067904*x15 - 0.275069716135892*x16 - 0.463389229945361*x17 - 0.0676323210649775*x18 + 1.06379233853557*x19 - 0.696320725829895*x20 - 1.097184743836*x21 + x24)) + sqrt(0.0001 + sqr(0.326318571705969*x15 - 0.276665482302796*x16 - 0.44423918101727*x17 - 0.731371681355654*x18 - 0.216268454006558*x19 + 0.381563425973272*x20 + 1.14650802158803*x21 + x24)) + sqrt(0.0001 + sqr(0.309294812043648*x15 - 0.276249899739334*x16 - 0.46487486259227*x17 - 0.45619219348328*x18 + 0.598823045063504*x19 + 0.881446043646029*x20 - 1.55718957807709*x21 + x24)) + sqrt(0.0001 + sqr(0.255824341060434*x15 - 0.328563082798124*x16 - 0.459669846655876*x17 + 1.06492210191407*x18 - 0.328736003092424*x19 + 0.543355079406207*x20 + 0.0570392618469151*x21 + x24)) + sqrt(0.0001 + sqr(0.240258432880058*x15 - 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1.65540076254997*x18 - 1.40275056483195*x19 - 0.838912324605813*x20 - 1.01479140514974*x21 + x24)) + sqrt(0.0001 + sqr(0.285925950256959*x15 - 0.357412774584198*x16 - 0.470232091308015*x17 - 1.28906162150211*x18 - 0.488768101237553*x19 + 0.676198807227854*x20 + 0.0224908839334736*x21 + x24)) + sqrt(0.0001 + sqr(0.311371056520773*x15 - 0.319198846724544* x16 - 0.450984636649362*x17 + 0.594633555825912*x18 - 0.963515612000739* x19 - 0.839261038596909*x20 - 0.437568637904102*x21 + x24)) + sqrt(0.0001 + sqr(0.28242150278353*x15 - 0.332463696411872*x16 - 0.454410597288131* x17 + 0.0512042941431313*x18 + 0.547033483228598*x19 + 1.87839612901397* x20 + 0.638052609918008*x21 + x24)) + sqrt(0.0001 + sqr(0.317098081358558 *x15 - 0.282148214441018*x16 - 0.472699468804419*x17 + 0.343075938499291* x18 + 1.14164890173862*x19 + 0.109841624206992*x20 + 0.307927171048421* x21 + x24)) + sqrt(0.0001 + sqr(0.27703932464746*x15 - 0.287059940614819* x16 - 0.45689974488958*x17 + 2.08457335261404*x18 + 0.41739778877439*x19 - 1.34059994355744*x20 - 1.34910962736863*x21 + x24)) + sqrt(0.0001 + sqr(0.312396397305534*x15 - 0.285564105542192*x16 - 0.460299749646734*x17 + 0.119592618635339*x18 - 0.820328515221233*x19 + 0.0944865116555206*x20 + 0.748656583711784*x21 + x24))) + objvar =E= 0; * set non default bounds * set non default levels x1.l = -2.46592605579569; x2.l = 0.0953322553812416; x3.l = 1.15669478407234; x4.l = 0.356639822526214; x5.l = -0.793066517751508; x6.l = 0.14761461524782; x7.l = 0.85156441975869; x8.l = 1.67955609121372; x9.l = -0.937749701704803; x10.l = -0.462303448137114; x11.l = -1.98147698246137; x12.l = 0.214474230727559; x13.l = -0.436520331858946; x14.l = -1.06474665186338; x15.l = 2.00334700812864; x16.l = 0.0590093611093898; x17.l = 0.573150031202676; x18.l = 1.65270362284789; x19.l = 0.805968181875189; x20.l = 0.498219207910907; x21.l = -1.08280803232728; x22.l = -0.229673664717357; x23.l = -0.283860355662058; x24.l = 0.514881748557891; * set non default marginals Model m / all /; m.limrow=0; m.limcol=0; $if NOT '%gams.u1%' == '' $include '%gams.u1%' Solve m using NLP minimizing objvar;