Using a new class quasi-Newton equation for solving unconstrained optimization problems
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Published:2023
Issue:2
Volume:26
Page:289-300
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ISSN:0972-0502
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Container-title:Journal of Interdisciplinary Mathematics
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language:
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Short-container-title:JIM
Author:
Hassan Basim A.,Jabbar Hawraz N.
Abstract
The quasi-Newton plays a basic role in constructing the Hessian approximation, and quasi-Newton algorithms are built based on it. In this paper, a new class quasi-Newton equation is presented. The proposed method always generates a new descent search direction. Under appropriate conditions, the new method is proved to possess global convergence. Comparative results show the computational efficiency of the proposed method.
Publisher
Taru Publications
Subject
Applied Mathematics,Analysis