摘要
首先介绍了调节熵函数及其性质,然后通过调节熵函数及罚函数技术将一类约束非线性lp规划问题转化为可微的优化问题,再设计其求解算法,并通过数值算例与极大熵函数求法进行比较.结果表明该算法收敛速度更快.
This paper first introduces the adjustable entropy function and its properties. Then, a type of constrained nonlinear lp problem is changed into differentiable optimization problem by adjustable entro- py function and penalty function. The solution algorithm is designed and it is compared through numerical examples with the maximum entropy function. The results show that this algorithm converges faster.
出处
《徐州工程学院学报(自然科学版)》
CAS
2012年第3期43-45,共3页
Journal of Xuzhou Institute of Technology(Natural Sciences Edition)
基金
国家自然科学基金青年项目(11001129)
徐州工程学院青年项目(XKY2010201)
关键词
运筹学
调节熵函数
罚函数
约束非线性lp问题
operation research
adjustable entropy function
penalty function
constrained nonlinear lp problems