代码搜索：LP
找到约 9,457 项符合「LP」的源代码
代码结果 9,457
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lp ex2.lp
8 x1 + 15 x2;
c1: 10 x1 + 21 x2 < 156;
c2: 2x1 + x2 < 22;
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lp ex4.lp
min: + Sd' + Sc' + Sb' + Sa' + Ssub4' + Ssub4 + Ssub3' + Ssub2' + Ssub1' + Sint13' + Sint13 + SF7 + SF6 + SF5 + SF4 + SF3 + SF2 + SF1 + 180 T_max;
Td' - td' = 0;
TF3 - tF3 - Td' > 0;
TF6 - tF6 - Td' >
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lp demo_lag.lp
min: -3 x1 - 4 x2+ -5 x3+ 4 x4+ 4 x5 + 2 x6;
x1 -x6 < 0;
x1 - x5 < 0;
x2 - x4 < 0;
x2 - x5 < 0;
x3 - x4 < 0;
x1+x2+x3 < 2;
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lp ex3.lp
3 x1 + 13 x2;
c1: 2x1 + 9x2 < 40;
c2: 11x1 - 8x2 < 82;
www.eeworm.com/read/120261/14808609
lp ex7.lp
/* This example will not run without scaling on IBM RS6000's
or HP9000/7XX machines */
min: +1 X13 +1 X14 -1 X15 -1 X16 ;
+100 X8 -406.9903088236362691532121971 X14 +406.990308823636269153212197
www.eeworm.com/read/120261/14808612
lp ex5.lp
/* correct value of objective function after optimization: 2.3314e+06 */
+ 35 COL00001 - 54.9 COL00002 - 54.9 COL00003 + 35 COL00004
- 23.5 COL00005 - 23.5 COL00006 - 8.72 COL00007 - 9.72 COL00008
www.eeworm.com/read/120261/14808615
lp ex6.lp
/*
This example is from "Integer and Combinatorial Optimization" by George L.
Nemhauser and Laurence A. Wolsey page 443.
They claim that:
"It is not hard to show that an optimal solution is
x1 = 3
www.eeworm.com/read/120261/14808618
1 lp_solve.1
.TH LP_SOLVE 1
.SH NAME
lp_solve \- Solve (mixed integer) linear programming problem.
.SH SYNOPSIS
lp_solve [option]* "
www.eeworm.com/read/119521/14827172
cpp lp_simplex.cpp
# include
# include
# include "rat.h"
# define MAX 100
int n,m,i,j,s,t,L[MAX],R[MAX];
rat z[MAX],c[MAX],a[MAX][MAX],b[MAX],max,second_c[MAX],v,min,temp;
bool B[MAX],flag;
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