On Nine Duality Principles and Related Convex Dual Formulations Through a D.C. Approach for Non-Convex Optimization, a Corrected Version

This article develops duality principles and respective convex dual formulations through a D.C. approach applicable to some originally non-convex primal variational formulations. More specifically, in a first step, we develop applications to a Ginzbur

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Published
2025-08-26
DOI
https://doi.org/10.22541/au.175624396.61836145/v1
Primary Topic
Advanced Optimization Algorithms Research
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article
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article

On Nine Duality Principles and Related Convex Dual Formulations Through a D.C. Approach for Non-Convex Optimization, a Corrected Version

Fabio Botelho
Advanced Optimization Algorithms Research
article

On Nine Duality Principles and Related Convex Dual Formulations Through a D.C. Approach for Non-Convex Optimization, a Corrected Version

Fabio Botelho
article en

Abstract

This article develops duality principles and respective convex dual formulations through a D.C. approach applicable to some originally non-convex primal variational formulations. More specifically, in a first step, we develop applications to a Ginzbur

Universidade Federal de Santa Catarina (BR)
Openalex Percentile: Top 67%
Advanced Optimization Algorithms Research
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On Nine Duality Principles and Related Convex Dual Formulations Through a D.C. Approach for Non-Convex Optimization, a Corrected Version — Fabio Botelho · (2025) | TGRS Research Map | TGRS