SEARCH OF THE MINIMUM OF THE FUNCTIONS WHICH HAVE GAPS OF PARTIAL  DERIVATIVES

Oleh Yudin

SEARCH OF THE MINIMUM OF THE FUNCTIONS WHICH HAVE GAPS OF PARTIAL DERIVATIVES

Автор(и)

Oleh Yudin Vinnitsa National Technical University

Ключові слова:

optimization methods, function extremum, minimum of function, gradient, steepest descent, Armijo rule, conjugate gradients, gap of derivative

Анотація

Possible solutions of search of minimum of functions which have partial derivative gap were analyzed. First order method of optimization for solution of the given problem was developed and proved.

Біографія автора

Oleh Yudin, Vinnitsa National Technical University

graduate student of automation and data-computing engineering department

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Переглядів анотації: 181

Опубліковано

2015-12-02

Як цитувати

[1]

O. Yudin, «SEARCH OF THE MINIMUM OF THE FUNCTIONS WHICH HAVE GAPS OF PARTIAL DERIVATIVES», Scientific Works of Vinnytsia National Technical University, вип. 2, Груд 2015.