Serveur d'exploration sur les relations entre la France et l'Australie

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Optimisation sous contrainte And NotA. Y. Zomaya

List of bibliographic references

Number of relevant bibliographic references: 10.
Ident.Authors (with country if any)Title
001243 K. Avrachenkov [France] ; R. S. Burachik [Australie] ; J. A. Filar [Australie] ; V. Gaitsgory [Australie]Constraint augmentation in pseudo-singularly perturbed linear programs
001603 Laurent Guille [France] ; Terence Chan [Australie] ; Alex Grant [Australie]The Minimal Set of Ingleton Inequalities
002903 Christian Bessiere [France] ; Emmanuel Hebrard [Irlande (pays)] ; Brahim Hnich [Turquie] ; Zeynep Kiziltan [Italie] ; Toby Walsh [Australie]RANGE and ROOTS: Two common patterns for specifying and propagating counting and occurrence constraints
003292 Christian Bessiere [France] ; Kostas Stergiou [Grèce] ; Toby Walsh [Australie]Domain filtering consistencies for non-binary constraints
003579 Christian Bessiere [France] ; Emmanuel Hebrard [Irlande (pays)] ; Brahim Hnich [Turquie] ; Toby Walsh [Australie]The complexity of reasoning with global constraints
003B98 Christian Bessiere [France] ; Emmanuel Hebrard [Australie] ; Brahim Hnich [Turquie] ; Zeynep Kiziltan [Italie] ; Toby Walsh [Australie]The range constraint : Algorithms and implementation
003C28 Christian Bessiere [France] ; Emmanuel Hebrard [Irlande (pays)] ; Brahim Hnich [Turquie] ; Zeynep Kiziltan [Italie] ; Toby Walsh [Australie]The ROOTS constraint
004215 Christian Bessiere [France] ; Emmanuel Hebrard [Australie] ; Brahim Hnich [Turquie] ; Zeynep Kiziltan [Italie] ; Toby Walsh [Australie]Among, common and disjoint constraints
004601 Christian Bessiere [France] ; Emmanuel Hebrard [Australie] ; Brahim Hnich [Irlande (pays)] ; Zeynep Kiziltan [Italie] ; Toby Walsh [Australie]Filtering algorithms for the NVALUE constraint
006171 R. J. Orsi [Australie] ; R. E. Mahony [France] ; J. B. Moore [Australie]A dynamical systems analysis of semidefinite programming with application to quadratic optimization with pure quadratic equality constraints

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