Ekeland variational principle

With generalizations and variants

MEGHEA, IRINA

534 pages, parution le 18/03/2009

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Résumé

Résumé : The Ekeland variational principle, formulated by Ivar Ekeland in 1972, is the foundation of modern variational calculus. Its novelty consists in introducing a perturbed variational principle where the goal function f is replaced by the perturbed function f + e|(·) - xe|. Its numerous and varied applications are developed and described in this monograph : geometry of Banach spaces, nonlinear analysis, differential equations and partial differential equations, global analysis, probabilistic analysis, differential geometry, fixed point theorems, nonlinear semi-groups, dynamical systems, optimization, mathematical programming, optimal control. Some of these applications are currently used for modelling in engineering, macro-economics, and statistics. This monograph is addressed particularly to graduate course lecturers, researchers, engineers and graduate students.

Caractéristiques techniques

	PAPIER
Éditeur(s)	Editions des archives contemporaines
Auteur(s)	MEGHEA, IRINA
Parution	18/03/2009
Nb. de pages	534
Format	17 x 24
Couverture	Broché
Poids	988g
EAN13	9782914610964