An Algorithm to Locate the Greatest Maxima of Multi-variable Functions
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概要
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In this paper we propose an algorithm to locate the greatest maximum of a multi-peaked function of many variables. The main ingredients of this numerical method are the relative peaking of each of the maxima by use of an exponential function and the numerical multidimensional integration. Detailed discussions are given to some computed examples that evidence the superiority of the scheme proposed to simple random samplings.
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著者
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TSUDA TAKAO
Department of Computer Engineering, Faculty of Information Sciences, Hiroshima City University
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Tsuda Takao
Department Of Anesthesiology Nagoya City University Medical School
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SATO MIEKO
Department of Otorhinolaryngology-Head and Neck Surgery, Tohoku University School of Medicine
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Sato Mieko
Department Of Electrical Engineering Hokkaido University
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Tsuda Takao
Department Of Electrical Engineering Hokkaido University
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