Couverture Ordinary Differential Equations with Applications

Ordinary Differential Equations with Applications

Chicone, Carmen

LivreRelié

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Description

Core theory includes local existence and uniqueness, the phase plane, Poincaré-Bendixson theory, Lyapunov and linearized stability, linear systems, Floquet theory, the Grobman-Hartman theorem, persistence of rest points and periodic orbits, the stable and center manifold theorems, and bifurcation theory.

Détails

ISBN/GTIN978-3-031-51651-1

Type de produitLivre

ReliureRelié

ÉditeurSpringer

Date de parution20.05.2024

Edition24003 A. 3rd ed. 2024

SérieTexts in Applied Mathematics

No. de série34

Pages752 pages

LangueAnglais

DimensionsLargeur 160 mm, Hauteur 241 mm, Épaisseur 43 mm

Poids1416 g

Groupe de produitsSciences naturelles

CatégorieMathématique

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Auteur

Chicone, Carmen

Carmen Chicone is an emeritus professor of mathematics at the University of Missouri. He has authored two books, coauthored a third, and published over 100 research articles. His recent research interests are in the qualitative theory of ordinary and partial differential equations, applications of differential equations to mathematical models in science and engineering, and the development of numerical methods to obtain viable predictions from physically realistic model problems.