mult4

Description

Multilinear programs. There are in total 100 instances listed here.

Source

These instances are recorded in a paper: Bao, X., A. Khajavirad, N. V. Sahinidis, and M. Tawarmalani, Global optimization of nonconvex problems with multilinear intermediates, Mathematical Programming Computation, 7, 1-37, 2015. Here is the paper link.

Instance Stats

LT is the JuMP model loading time.

NAMELTNLOPERATORSENSEVARBINVARINTVARCONLINCONNLCONSOTHERCONS
m1040100_12.69mulMin11001010
m1040100_22.76mulMin11001010
m1040100_32.83mulMin11001010
m1040100_42.75mulMin11001010
m1040100_53.01mulMin11001010
m10410100_122.59mulMin1100110110
m10410100_222.97mulMin1100110110
m10410100_323.39mulMin1100110110
m10410100_422.89mulMin1100110110
m10410100_523.84mulMin1100110110
m1042100_16.25mulMin11003030
m1042100_26.48mulMin11003030
m1042100_36.53mulMin11003030
m1042100_46.38mulMin11003030
m1042100_56.55mulMin11003030
m1045100_112.08mulMin11006060
m1045100_212.16mulMin11006060
m1045100_312.47mulMin11006060
m1045100_411.97mulMin11006060
m1045100_512.53mulMin11006060
m154015_12.22mulMin16001010
m154015_22.17mulMin16001010
m154015_32.14mulMin16001010
m154015_42.24mulMin16001010
m154015_52.13mulMin16001010
m1541515_122.07mulMin1600160160
m1541515_221.88mulMin1600160160
m1541515_321.46mulMin1600160160
m1541515_421.51mulMin1600160160
m1541515_521.78mulMin1600160160
m154315_15.85mulMin16004040
m154315_25.94mulMin16004040
m154315_35.64mulMin16004040
m154315_45.81mulMin16004040
m154315_56.0mulMin16004040
m154715_110.81mulMin16008080
m154715_210.68mulMin16008080
m154715_310.77mulMin16008080
m154715_410.62mulMin16008080
m154715_510.73mulMin16008080
m20402_11.3mulMin21001010
m20402_21.28mulMin21001010
m20402_31.36mulMin21001010
m20402_41.26mulMin21001010
m20402_51.25mulMin21001010
m204102_14.18mulMin2100110110
m204102_24.2mulMin2100110110
m204102_34.23mulMin2100110110
m204102_44.34mulMin2100110110
m204102_54.27mulMin2100110110
m204202_17.14mulMin2100210210
m204202_27.2mulMin2100210210
m204202_37.28mulMin2100210210
m204202_47.11mulMin2100210210
m204202_57.23mulMin2100210210
m20442_12.46mulMin21005050
m20442_22.43mulMin21005050
m20442_32.42mulMin21005050
m20442_42.46mulMin21005050
m20442_52.61mulMin21005050
p104025_11.7mulMin11001010
p104025_21.82mulMin11001010
p104025_31.72mulMin11001010
p104025_41.72mulMin11001010
p104025_51.76mulMin11001010
p1041025_19.46mulMin1100110110
p1041025_29.68mulMin1100110110
p1041025_39.97mulMin1100110110
p1041025_49.5mulMin1100110110
p1041025_59.83mulMin1100110110
p104225_13.17mulMin11003030
p104225_23.37mulMin11003030
p104225_33.31mulMin11003030
p104225_43.28mulMin11003030
p104225_53.46mulMin11003030
p104525_15.42mulMin11006060
p104525_25.62mulMin11006060
p104525_35.61mulMin11006060
p104525_45.61mulMin11006060
p104525_55.65mulMin11006060
p15405_11.48mulMin16001010
p15405_21.57mulMin16001010
p15405_31.52mulMin16001010
p15405_41.51mulMin16001010
p15405_51.55mulMin16001010
p154155_19.85mulMin1600160160
p154155_29.66mulMin1600160160
p154155_310.14mulMin1600160160
p154155_49.91mulMin1600160160
p154155_59.93mulMin1600160160
p15435_13.21mulMin16004040
p15435_23.19mulMin16004040
p15435_33.16mulMin16004040
p15435_43.17mulMin16004040
p15435_53.2mulMin16004040
p15475_15.48mulMin16008080
p15475_25.39mulMin16008080
p15475_35.28mulMin16008080
p15475_45.2mulMin16008080
p15475_55.45mulMin16008080