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1)  Fuzzy linear programming problem
模糊线性规划问题
2)  Large linear programming problem
大规模线性规划问题
3)  linear programming problem
线性规划问题
1.
A new method for seeking initial basic feasible solution of linear programming problem;
一种求线性规划问题的初始基本可行解的新方法
2.
A primal greedy algorithm for solving a class of linear programming problems and a dual greedy algorithm for solving its dual problems are presented.
给出了求解一类线性规划问题的一种贪婪算法和求解其对偶问题的一种贪婪算法,并讨论了这两种算法的若干性质及其相互关系。
3.
This paper gives the necessary and sufficient condition for infinitude best solution concerning linear programming problem to illustrate that when in such case,we can at least draw a conclusion that there exists one non vibrating test number.
通过证明得出:当线性规划问题有无穷多最优解时,也可推出至少存在一个非基变量的判别数jσ=0(j=m+1,…,n)。
4)  nonlinear programming problem
非线性规划问题
1.
A new method for the solution of nonlinear programming problem;
求解一类非线性规划问题的新途径
2.
Global convergence of an interior-point potential reduction algorithm for nonlinear programming problems.;
非线性规划问题的一个内点势减算法的全局收敛性
3.
Presents a special nonlinear programming problems,its objective function contains absolute value symbol,this kind of problem can be transformed to the solution of a linear programming problems.
给出了一类特殊的非线性规划问题,其目标函数中带有绝对值符号,这类问题可以转化为线性规划问题来求解。
5)  nonlinear programming problems
非线性规划问题
1.
A new algorithm for solving nonlinear programming problems(NLP) is advanced based on Guo s algorithm.
提出了一种新的求解非线性规划问题的算法。
2.
It is capable of solving nonlinear programming problems with the constraints of equality and inequality.
它具有良好的功能和性能,可以求解具有等式和不等式约束的非线性规划问题。
3.
Recently, a combined homotopy interior point method (denoted as CHIP method for convenience) was presented to solve a class of nonlinear programming problems.
最近学者们提出了组合同伦内点法(简记为CHIP方法)去求解一类非线性规划问题。
6)  linear programming
线性规划问题
1.
This paper provides two new methods for solving linear programming problems and its circulation number.
给出了求线性规划问题最优解的两种算法 ,并指出了此法旋转运算的次数。
补充资料:模糊
1.亦作"模胡"。 2.不分明;不清楚。 3.谓草率,马虎。 4.混淆。
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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