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A Convergent Algorithm for Continuously Optimal Location Problem
作者姓名:MENG Ling\|he\ \ \ SHI Zhen\|jun\ \ \ WANG Chang\|yu\ . Qingdao Educational College  Qingdao  China . Institute of Operations Research  Qufu Normal University  Qufu  China . Institute of Applied Mathematics  Academia Sinica  B
作者单位:MENG Ling\|he\ 1\ \ SHI Zhen\|jun\ 2\ \ WANG Chang\|yu\ 3 1. Qingdao Educational College,Qingdao 266001,China 2. Institute of Operations Research,Qufu Normal University,Qufu 273165,China 3. Institute of Applied Mathematics,Academia Sinica,B
基金项目:The subject is supported by Natural Science Foundation of China( No
摘    要:1 IntroductionThemodelofcontinuouslyoptimallocationproblemis(P)  minx∈Rnf(x),wheref(x)=∫D(u)yx-uydu,RndenotesthendimensionalEuclideanspace(n2),DRnisaboundedLebesguemeasurablesetanditsmeasure|D|>0,(u)>0isaboundedintegralfunction.Itisjustsimilarto…


A Convergent Algorithm for Continuously Optimal Location Problem
MENG Ling\|he\ \ \ SHI Zhen\|jun\ \ \ WANG Chang\|yu\ . Qingdao Educational College,Qingdao ,China . Institute of Operations Research,Qufu Normal University,Qufu ,China . Institute of Applied Mathematics,Academia Sinica,B.A Convergent Algorithm for Continuously Optimal Location Problem[J].Journal of Systems Science and Systems Engineering,1999(3).
Authors:MENG Ling\|he\ \ \ SHI Zhen\|jun\ \ \ WANG Chang\|yu\ Qingdao Educational College  Qingdao  China
Institution:MENG Ling\|he\ 1\ \ SHI Zhen\|jun\ 2\ \ WANG Chang\|yu\ 3 1. Qingdao Educational College,Qingdao 266001,China 2. Institute of Operations Research,Qufu Normal University,Qufu 273165,China 3. Institute of Applied Mathematics,Academia Sinica,B
Abstract:In this paper, the continuously optimal location problem is considered. The strong convexity of the objective function, the Lipschitz continuity of the gradient of the objective function are proved. Furthermore, a variant of conjugate gradient method for continuously optimal location problem is presented and its global convergence is analyzed.
Keywords:continuously optimal location problem  variant of conjugate gradient method  steplength  global convergence
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