MINLPLib

A Library of Mixed-Integer and Continuous Nonlinear Programming Instances

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

---

kriging_peaks-full030 - point p1

Solution found by ANTIGONE

Formatsⓘ	gdx sol
Added to libraryⓘ	15 Feb 2022
Objective Valueⓘ	-1.586588
Infeasibilityⓘ	3.553e-15

---

Variables with value 0.0 are omitted in the following.

x1                                0.464025340973340
x2                               -1.669573112878630
x3                                0.577337556828890
x4                                0.221737814520227
x5                               10.826128400744301
x6                                0.004507648866443
x7                                9.352914986146690
x8                                0.006720362275894
x9                               25.900455085378699
x10                               0.000169832833575
x11                               0.690069484895359
x12                               0.167405447269735
x13                               1.904267237390790
x14                               0.088798312123853
x15                              13.458683473499599
x16                               0.002318033045491
x17                              14.546387527071300
x18                               0.001787948273540
x19                               2.514250900498420
x20                               0.067463594760825
x21                               3.650546937625830
x22                               0.042402390178915
x23                              16.019284339171499
x24                               0.001273083240269
x25                               2.392159541047560
x26                               0.071158543420824
x27                               2.331806128872990
x28                               0.073080331635045
x29                               8.201298474074580
x30                               0.009337760001124
x31                               5.082929520600660
x32                               0.025115125789185
x33                              12.738623871812401
x34                               0.002765350503955
x35                               5.179805071415060
x36                               0.024287769902319
x37                               0.523312761016744
x38                               0.185301833580747
x39                               3.601629921935440
x40                               0.043214247334602
x41                               4.802288943210480
x42                               0.027708991230825
x43                               0.095751445208147
x44                               0.248094178504512
x45                              13.821458724119600
x46                               0.002123847142928
x47                               1.035446447127900
x48                               0.137556487079520
x49                               1.492657621494850
x50                               0.108369271737272
x51                              14.296202237021500
x52                               0.001896655919896
x53                               4.321446388873620
x54                               0.032942912999285
x55                              19.581717926489802
x56                               0.000587621991183
x57                               9.883339814820880
x58                               0.005805358483074
x59                               0.048948164168699
x60                               0.257261640331172
x61                               7.802195219961090
x62                               0.010506410937573
x63                              17.955856770186202
x64                               0.000829781674236
x65                              -0.870235859553395
x66                              -1.586587918308590
objvar                           -1.586587918308590

---