General Mathematics

    

Methods of the Global Optimization by Deformation of Functions (Part 1)

Authors: Alexander Bolonkin

A new method of optimization by means of a redefinition of the function over a wider set and a deformation of the function on the initial and additional sets is proposed. The method (a) reduces the initial complex problem of optimization to series of simplified problems, (b) finds the subsets containing the point of global minimum and finds the subsets containing better solutions that the given one, and (c) obtains a lower estimation of the global minimum.

Comments: 29 Pages.

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Submission history

[v1] 2020-02-22 19:43:18

Unique-IP document downloads: 178 times

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