MINLPLib

A Library of Mixed-Integer and Continuous Nonlinear Programming Instances

Home // Instances // Documentation // Download // Statistics

---

ex8_2_1b - point p1

Solution found by CONOPT

Formatsⓘ	gdx sol
Added to libraryⓘ	15 Aug 2014
Objective Valueⓘ	-979.178274
Infeasibilityⓘ	1.776e-15

---

Variables with value 0.0 are omitted in the following.

objvar                         -979.178273709783980
x2                                7.495541943884260
x3                                7.901007051992420
x4                                8.188689124444201
x5                              163.752806163999992
x6                              163.752806163999992
x7                              163.752806163999992
x8                              163.752806163999992
x9                              163.752806163999992
x10                             178.461227595999986
x11                             178.461227595999986
x12                             178.461227595999986
x13                             178.461227595999986
x14                             178.461227595999986
x15                             200.000000000000000
x16                             200.000000000000000
x17                             200.000000000000000
x18                             200.000000000000000
x19                             200.000000000000000
x20                             221.538772404000014
x21                             221.538772404000014
x22                             221.538772404000014
x23                             221.538772404000014
x24                             221.538772404000014
x25                             236.247193836000008
x26                             236.247193836000008
x27                             236.247193836000008
x28                             236.247193836000008
x29                             236.247193836000008
x30                              63.752806163999999
x31                              78.461227596000001
x32                             100.000000000000000
x33                             121.538772403999999
x34                             122.654496147499998
x35                              63.752806163999999
x36                              78.461227596000001
x37                             100.000000000000000
x38                             113.461732752499998
x39                             113.461732752499998
x40                              63.752806163999999
x41                              78.461227596000001
x42                             100.000000000000000
x43                             100.000000000000000
x44                              99.999999999999901
x45                              63.752806163999999
x46                              78.461227596000001
x47                              86.538267247499903
x48                              86.538267247499803
x49                              86.538267247499803
x50                              63.752806163999999
x51                              77.345503852499803
x52                              77.345503852499704
x53                              77.345503852499803
x54                              77.345503852499803
x55                               6.802394763324310
x56                               6.109247582764370
x57                               0.022222222222222
x58                               0.035555555555555

---