A revision of the rectangular algorithm for a class of DC optimization problems
Abstract
Every continuously differentiable function can be represented as a difference between a convex function and an additively separable convex function. We show that a DC function with this structure can be optimized using the rectangular algorithm for separable nonconvex optimization, and develop a revision to this algorithm for practical use. We also report some numerical results which indicate the effectiveness of the...
Paper Details
Title
A revision of the rectangular algorithm for a class of DC optimization problems
Published Date
Oct 27, 2021
Volume
83
Issue
2
Pages
187 - 200
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