mult3

Description

Multilinear programs. There are in total 120 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
m1030100_11.31mulMin11001010
m1030100_21.32mulMin11001010
m1030100_31.44mulMin11001010
m1030100_41.38mulMin11001010
m1030100_51.46mulMin11001010
m10310100_15.16mulMin1100110110
m10310100_25.21mulMin1100110110
m10310100_35.24mulMin1100110110
m10310100_45.31mulMin1100110110
m10310100_55.22mulMin1100110110
m1032100_12.15mulMin11003030
m1032100_22.26mulMin11003030
m1032100_32.13mulMin11003030
m1032100_42.18mulMin11003030
m1032100_52.21mulMin11003030
m1035100_13.39mulMin11006060
m1035100_23.3mulMin11006060
m1035100_33.42mulMin11006060
m1035100_43.32mulMin11006060
m1035100_53.32mulMin11006060
m153050_12.0mulMin16001010
m153050_22.05mulMin16001010
m153050_32.06mulMin16001010
m153050_42.0mulMin16001010
m153050_52.08mulMin16001010
m1531550_119.12mulMin1600160160
m1531550_218.53mulMin1600160160
m1531550_319.28mulMin1600160160
m1531550_418.76mulMin1600160160
m1531550_519.04mulMin1600160160
m153350_15.27mulMin16004040
m153350_25.13mulMin16004040
m153350_35.26mulMin16004040
m153350_45.17mulMin16004040
m153350_55.18mulMin16004040
m153750_19.53mulMin16008080
m153750_29.36mulMin16008080
m153750_39.41mulMin16008080
m153750_49.36mulMin16008080
m153750_59.43mulMin16008080
m203015_11.58mulMin21001010
m203015_21.55mulMin21001010
m203015_31.6mulMin21001010
m203015_41.58mulMin21001010
m203015_51.63mulMin21001010
m2031015_17.62mulMin2100110110
m2031015_27.76mulMin2100110110
m2031015_37.58mulMin2100110110
m2031015_47.7mulMin2100110110
m2031015_57.84mulMin2100110110
m2032015_114.29mulMin2100210210
m2032015_214.36mulMin2100210210
m2032015_313.97mulMin2100210210
m2032015_414.15mulMin2100210210
m2032015_514.25mulMin2100210210
m203415_14.05mulMin21005050
m203415_24.05mulMin21005050
m203415_34.13mulMin21005050
m203415_44.15mulMin21005050
m203415_53.92mulMin21005050
p103075_11.6mulMin11001010
p103075_21.75mulMin11001010
p103075_31.6mulMin11001010
p103075_41.76mulMin11001010
p103075_51.59mulMin11001010
p1031075_18.51mulMin1100110110
p1031075_28.38mulMin1100110110
p1031075_38.13mulMin1100110110
p1031075_48.49mulMin1100110110
p1031075_58.27mulMin1100110110
p103275_12.94mulMin11003030
p103275_22.88mulMin11003030
p103275_33.11mulMin11003030
p103275_43.03mulMin11003030
p103275_53.12mulMin11003030
p103575_14.7mulMin11006060
p103575_24.93mulMin11006060
p103575_34.64mulMin11006060
p103575_44.82mulMin11006060
p103575_54.79mulMin11006060
p153025_11.58mulMin16001010
p153025_21.58mulMin16001010
p153025_31.63mulMin16001010
p153025_41.54mulMin16001010
p153025_51.6mulMin16001010
p1531525_111.29mulMin1600160160
p1531525_211.27mulMin1600160160
p1531525_311.48mulMin1600160160
p1531525_411.73mulMin1600160160
p1531525_511.25mulMin1600160160
p153325_13.4mulMin16004040
p153325_23.62mulMin16004040
p153325_33.51mulMin16004040
p153325_43.5mulMin16004040
p153325_53.6mulMin16004040
p153725_15.92mulMin16008080
p153725_26.13mulMin16008080
p153725_36.02mulMin16008080
p153725_45.98mulMin16008080
p153725_56.18mulMin16008080
p203010_11.46mulMin21001010
p203010_21.54mulMin21001010
p203010_31.55mulMin21001010
p203010_41.46mulMin21001010
p203010_51.54mulMin21001010
p2031010_16.77mulMin2100110110
p2031010_26.73mulMin2100110110
p2031010_36.63mulMin2100110110
p2031010_46.74mulMin2100110110
p2031010_56.76mulMin2100110110
p2032010_112.26mulMin2100210210
p2032010_212.28mulMin2100210210
p2032010_312.32mulMin2100210210
p2032010_412.37mulMin2100210210
p2032010_512.33mulMin2100210210
p203410_13.51mulMin21005050
p203410_23.65mulMin21005050
p203410_33.57mulMin21005050
p203410_43.55mulMin21005050
p203410_53.74mulMin21005050