Exact solutions of polynomial programs through quadratic convex reformulations: theory and applications

Amélie Lambert

Habilitation À Diriger Des Recherches Year : 2021

Exact solutions of polynomial programs through quadratic convex reformulations: theory and applications

(1, 2)

1
2

Amélie Lambert

Function : Author
PersonId : 181603
IdHAL : amelie-lambert
ORCID : 0000-0001-8305-2145

CEDRIC. Optimisation Combinatoire

Centre d'études et de recherche en informatique et communications

CV

Keywords

quadratic convex reformulation Polynomial optimization quadratic optimization Non-linear Optimization Global Optimization Discrete Optimization Semidefinite Programming Experiments Solver

optimisation polynomiale programmation semi-définie optimisation quadratique optimisation globale optimisation non linéaire

Domains

Combinatorics [math.CO] Optimization and Control [math.OC] Discrete Mathematics [cs.DM]

Fichier principal

HdrALambert.pdf (1.27 Mo)

Origin	Files produced by the author(s)

Amélie Lambert : Connect in order to contact the contributor

https://hal.science/tel-03443199

Submitted on : Thursday, December 16, 2021-4:45:06 PM

Last modification on : Friday, July 19, 2024-11:38:04 AM

Long-term archiving on : Thursday, March 17, 2022-6:02:44 PM

Dates and versions

tel-03443199 , version 1 (16-12-2021)

Identifiers

HAL Id : tel-03443199 , version 1

Cite

Amélie Lambert. Exact solutions of polynomial programs through quadratic convex reformulations: theory and applications. Combinatorics [math.CO]. Conservatoire National des Arts et Métiers, 2021. ⟨tel-03443199⟩

Exact solutions of polynomial programs through quadratic convex reformulations: theory and applications

Keywords

Domains

Dates and versions

Identifiers

Cite

Export

Collections

Share