一类可分离非线性混合整规划的填充函数解法  

The Filled Function Method For a Class of Discrete Nonlinear Mixed-integer Programming

作　　者：陈国华[1] 廖小莲[1] 张连生[2] 

机构地区：[1]娄底师范高等专科学校,湖南娄底417000 [2]上海大学数学系,上海201800

出　　处：《娄底师专学报》2001年第2期82-84,共3页Journal of Loudi Teachers College

摘　　要：讨论了把一类可分离非线性混合整规划问题转化为解一系列非线性规划 ,整数规划 ,再构造填充函数求解的方法 。This paper considers a class of discrete nonlinear mixed-integer programming problems,we turn it into a series of nonlinear programming and integer programming.Then a class of filled functions are constructed.Using these functions,an algorithm named the filled functions method is given for finding local minimal solution of integer programming problem.

关 键 词：填充函数 非线性混合整规划 非线性规划 整数规划 局部极小解 

分 类 号：O221[理学—运筹学与控制论]