Faces and extreme points of convex sets for the resolution of inverse problems

Vincent Duval

Habilitation À Diriger Des Recherches Year : 2022

Faces and extreme points of convex sets for the resolution of inverse problems

Faces et points extrémaux des ensembles convexes pour la résolution des problèmes inverses

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Vincent Duval

Function : Author
PersonId : 7243
IdHAL : vincent-duval
ORCID : 0000-0002-7709-256X
IdRef : 179903314

CEntre de REcherches en MAthématiques de la DEcision

Méthodes numériques pour le problème de Monge-Kantorovich et Applications en sciences sociales

Keywords

Extreme points Variational methods Total variation Inverse problems Radon measures

Points extrémaux Méthodes variationnelles Variation totale Problèmes inverses Mesures de Radon

Domains

Signal and Image processing Mathematics [math] Optimization and Control [math.OC]

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Vincent Duval : Connect in order to contact the contributor

https://theses.hal.science/tel-03718371

Submitted on : Friday, July 8, 2022-4:40:23 PM

Last modification on : Saturday, April 27, 2024-3:12:39 AM

Long-term archiving on : Sunday, October 9, 2022-8:10:41 PM

Dates and versions

tel-03718371 , version 1 (08-07-2022)

Identifiers

HAL Id : tel-03718371 , version 1

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Vincent Duval. Faces and extreme points of convex sets for the resolution of inverse problems. Signal and Image processing. Ecole doctorale SDOSE, 2022. ⟨tel-03718371⟩

Faces and extreme points of convex sets for the resolution of inverse problems

Faces et points extrémaux des ensembles convexes pour la résolution des problèmes inverses

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