A rotation transformation method is to be used in changing an ordinary linear programming (LP)problem into an equivalent easily-solved continuous knapsack one after a finite iteration.
本文运用旋转变换法，经有限次变换后，将普通线性规划（LP）问题，化为一个等价的易于求解的连续背包问题。
This paper presents an improved (infeasible) simplex method for linear programming, in which some of vertex points, corresponding to the iterative process, can be out of the feasible domain of (LP).
提出了一种求解线性规划(LP)的改进的单纯形法，其迭代过程产生的一部分极点可能出现在可行域外成为不可行极点，因此称之为外点单纯形法。
This paper mainly studied optimal solutions distribution area of one new kind of parametric linear programming and its related theorem on a basis of some usual parametric LP problems.
给出一种确定线性参数规划问题有最优解参数之范围的方法；对一类较一般的参数规划解的稳定给出了若干充分条件。
GLPK is a package intended for solving large-scale linear programming (LP), mixed integer linear programming (MIP) problems.
GLPK是一个求解大规模的线性规划问题(LP)、混合整数规划问题(mip)以及相关问题的自由软件包。
Linear Programming (LP) has been used for many years to determine the least-cost ration.
线性规划(LP)用于确定饲料最低费用配比已有多年的历史。
Linear Programming (LP) has been used for many years to determine the least-cost ration.
线性规划(LP)用于确定饲料最低费用配比已有多年的历史。
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