MINLPLib

A Library of Mixed-Integer and Continuous Nonlinear Programming Instances

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

---

water - point p2

Solution found by IPOPTH

Formatsⓘ	gdx sol
Added to libraryⓘ	15 Aug 2014
Objective Valueⓘ	906.351911
Infeasibilityⓘ	2.665e-15

---

Variables with value 0.0 are omitted in the following.

x1                                1.809202331361530
x2                                0.685052227748819
x3                                0.005745440889648
x4                                0.006390571042878
x5                                0.061846880740609
x6                                0.253585698578036
x7                                0.447176849638478
x8                                0.007166056082178
x9                                0.009623974025117
x10                               0.583725162825241
x11                               0.003077709471874
x12                              -0.240218283830997
x13                              -0.004842257856114
x14                              -0.001585698578036
x15                               1.245779569763440
x16                               0.733638390973064
x17                               0.150000000000000
x18                               0.150000000000000
x19                               0.292880836708199
x20                               0.447356252020773
x21                               0.657193702540995
x22                               0.150000000000000
x23                               0.150000000000000
x24                               0.655891240930738
x25                               0.150000000000000
x26                               0.534723617447861
x27                               0.150000000000000
x28                               0.150000000000000
x29                              18.175099736945199
x30                              18.654542491476601
x31                              16.579999999999998
x32                              14.946472138040001
x33                              12.925000000000001
x34                              12.260000000000000
x35                              12.387727459379400
x36                              16.079999999999998
x37                               2.500000000000000
x38                               0.769000000000000
x39                              41.854519368674801
x40                             481.499417415514984
x41                               0.630730000000000
objvar                          906.351911102262989

---