MINLPLib

A Library of Mixed-Integer and Continuous Nonlinear Programming Instances

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polygon50 - point p2

Solution found by LINDO
Formats gdx sol
Added to library 15 Aug 2014
Objective Value -0.783660
Infeasibility 1.599e-14


Variables with value 0.0 are omitted in the following.
x1                                0.041459888469386
x2                                0.062981523005415
x3                                0.140086645511387
x4                                0.212744399355167
x5                                0.283257500855670
x6                                0.348771505689652
x7                                0.379148719691398
x8                                0.409546567361139
x9                                0.439922313023219
x10                               0.480482047645099
x11                               0.521038383609158
x12                               0.585625462419891
x13                               0.648082872294365
x14                               0.702360801238697
x15                               0.750381940109087
x16                               0.779123177298355
x17                               0.807755920231777
x18                               0.833223807584715
x19                               0.858666500270871
x20                               0.892532023451357
x21                               0.922672030945256
x22                               0.946763555221937
x23                               0.956128853071541
x24                               0.965502604853051
x25                               0.974878716163790
x26                               0.988131333397280
x27                               0.996985843964713
x28                               1.000000000000000
x29                               0.997610645130035
x30                               0.993856267383310
x31                               0.983836656370895
x32                               0.968253623709381
x33                               0.947084216189747
x34                               0.918305787537634
x35                               0.879339274521993
x36                               0.838827124979611
x37                               0.810066454843256
x38                               0.781359744328874
x39                               0.735676122381447
x40                               0.683756071084602
x41                               0.623369636547259
x42                               0.553360943001960
x43                               0.484185764704891
x44                               0.417664468321195
x45                               0.348666403003872
x46                               0.270723905139057
x47                               0.190630492384083
x48                               0.117890542441119
x49                               0.051926834634058
x51                               0.065079401294688
x52                               0.085857414996862
x53                               0.178557229912768
x54                               0.255232837924684
x55                               0.329419227202565
x56                               0.400094369543201
x57                               0.436261997558983
x58                               0.469518693590320
x59                               0.500458950061498
x60                               0.548276339158727
x61                               0.592244380730366
x62                               0.668157122673430
x63                               0.749164932680258
x64                               0.823253174070378
x65                               0.893862668835208
x66                               0.941047511326452
x67                               0.986336692007442
x68                               1.033086645679600
x69                               1.078384848306370
x70                               1.148304803091710
x71                               1.220573469470410
x72                               1.289878464334610
x73                               1.324914719109300
x74                               1.359608871042870
x75                               1.393989730831040
x76                               1.463536394653860
x77                               1.538698771016400
x78                               1.615144298852520
x79                               1.663070427276600
x80                               1.722866365627880
x81                               1.794503675173550
x82                               1.867850899073060
x83                               1.942716858800070
x84                               2.025671805115330
x85                               2.114219993110610
x86                               2.191516610983910
x87                               2.239833681823730
x88                               2.289807290753850
x89                               2.360629907806880
x90                               2.434839023521430
x91                               2.516350272434460
x92                               2.603373024739240
x93                               2.683169327911210
x94                               2.757931456155090
x95                               2.833514169394650
x96                               2.919909528274910
x97                               3.000500141997410
x98                               3.075971400638170
x99                               3.141592653589790
x100                              3.141592653589790
objvar                           -0.783659930998128


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