fractional programming
英 [ˈfrækʃənl ˈprəʊɡræmɪŋ]
美 [ˈfrækʃənl ˈproʊɡræmɪŋ]
网络 分数规划; 分数规划模式
双语例句
- The parametric linear fractional programming problems are discussed.
讨论了目标函数及约束条件的常数项含参数的分式线性规划问题。 - In this paper, optimality sufficient conditions and duality results are presented for a class of nonlinear multiobjective fractional programming problems. These results are based on the properties of sublinear functionals and generalized ( F,α,ρ, d)-convex functions.
本文利用亚线性函数和广义（F，α，ρ，d）-凸性的概念，给出了一类非线性多目标分式规划的充分性条件和对偶结果。 - Then we use Karmarkar algorithm for the liner programming to get the polynomial-time algorithm for liner fractional programming.
将Karmarkar算法用于该线性规划，我们得到了线性分式规划的多项式算法。 - The K-T sufficient condition of fractional programming in Banach Space
Banach空间中分式规划的一个K-T型充分条件 - Systematically discusses the fundamental theorems of weak efficient solution, efficient solution and properly efficient solution for multiobjective fractional programming problems with set functions.
系统地讨论了集函数多目标分式规划的弱有效解、有效解和真有效解的基本定理。 - The estimate of the weight problem can be solved by solving a fractional programming problem of reference set in this method. And it can effectively solve the deviation problem of artificial empowerment estimate.
该方法对评价时涉及的权重问题可通过求解参考集的一个分式规划问题来确定，从而可有效地解决人工赋权造成的评价结果偏差问题。 - A class of generalized ( F, a,ρ, d)-convex function is defined in terms of clarke generalized gradient, the semi-infinite fractional programming with this kind of function is researched, some optimal conditions and duality are presented.
利用Clarke广义梯度，定义了一类广义（F，a，ρ，d）-凸函数，研究了具有这种函数性质的半无限分式规划，得出了一些最优性条件和对偶结果。 - Gives two duality theorems of G-Pareto solution for generalized multiobjective fractional programming problem ( P) and its Mond-Weir type dual problem ( D).
给出了一般多目标分式规划问题（P）及其Mond－Weir型对偶问题（D）关于G－Pareto解的两个对偶性定理。 - A two-level algorithm is proposed for fractional programming problems with constraints, and its theoretical base is established.
本文提出两级分式规划方法求解具有约束的一类分式规划问题，建立了两级算法的理论基础。 - A Genetic Algorithm for Fractional Programming Fuzzy Portfolio Selection Model
分式规划模糊投资组合模型的遗传算法求解