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无约束全局最优化中的无参数填充函数
引用本文:安澜,张连生,陈美霖,Chen mei-lin.无约束全局最优化中的无参数填充函数[J].上海大学学报(英文版),2004,8(2):117-123.
作者姓名:安澜  张连生  陈美霖  Chen mei-lin
作者单位:DepartmentofMathematics,CollegeofSciences,ShanghaiUniversity,Shanghai200436,P.R.China
摘    要:The filled function method is an approach for finding a global minimum of multi-dimensional functions.With more and more relevant research,it becomes a promising way used in unconstrained global optimization.Some filled functions with one or two parameters have already been suggested.However,there is no certain criterion to choose a parameter appropriately.In this paper,a parameter-free filled function was proposed.The definition of the original filled function and assumptions of the objective function given by Ge were improved according to the presented parameter-free filled function.The algorithm and numerical results of test functions were reported.Conclusions were drawn in the end.

关 键 词:无约束全局最优化  无参数填充函数  局部最小化  多维函数
收稿时间:4 July 2003

A parameter-free filled function for unconstrained global optimization
An?Lan,Zhang?Lian-sheng,Chen?Mei-lin.A parameter-free filled function for unconstrained global optimization[J].Journal of Shanghai University(English Edition),2004,8(2):117-123.
Authors:An Lan  Zhang Lian-sheng  Chen Mei-lin
Institution:Department of Mathematics,College of Sciences,Shanghai University,shanghai,200436,P.R.China
Abstract:The filled function method is an approach for finding a global minimum of multi-dimensional functions. With more and more relevant research, it becomes a promising way used in unconstrained global optimization. Some filled functions with one or two parameters have already been suggested. However, there is no certain criterion to choose a parameter appropriately. In this paper, a parameter-free filled function was proposed. The definition of the original filled function and assumptions of the objective function given by Ge were improved according to the presented parameter-free filled function. The algorithm and numerical results of test functions were reported. Conclusions were drawn in the end.
Keywords:global optimization  filled function method  local minimizer
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