Title of article
Minimization of sub-topical functions over a simplex
Author/Authors
Daryaei ، M.H. Department of Applied Mathematics - Faculty of Mathematics and Computer - Shahid Bahonar University of Kerman , Yaghoobi ، M.A. Department of Applied Mathematics - Faculty of Mathematics and Computer - Shahid Bahonar University of Kerman
From page
200
To page
218
Abstract
This article investigates a particular version of the cutting angle method for finding the global minimizer of sub-topical (increasing and plus sub-homogeneous) functions over a simplex. The algorithm is based on the abstract convexity of sub-topical functions. Furthermore, we discuss the proof of convergence of the algorithm and provide results from numerical experiments.
Keywords
Abstract convexity , Global optimization , Sub , topical functions , Cutting angle method
Journal title
Iranian Journal of Numerical Analysis and Optimization
Journal title
Iranian Journal of Numerical Analysis and Optimization
Record number
2760662
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