Liste de favoris
La liste de favoris est vide.
Le panier est vide.
Envoi gratuit possible
Envoi gratuit possible
Veuillez patienter - l'impression de la page est en cours de préparation.
La boîte de dialogue d'impression s'ouvre dès que la page a été entièrement chargée.
Si l'aperçu avant impression est incomplet, veuillez le fermer et sélectionner "Imprimer à nouveau".

Topological Methods in Hydrodynamics

Livre numériquePDFLivres électroniques
Classement des ventes 2746dansMathematics (eBook)
CHF153.50

Description

First published in 1998 this unique monograph treats topological, group-theoretic, and geometric problems of ideal hydrodynamics and magneto-hydrodynamics from a unified point of view.

It describes the necessary preliminary notions both in hydrodynamics and pure mathematics with numerous examples and figures. This book, now accepted as one of the main references in the field, is accessible to graduates as well as pure and applied mathematicians working in hydrodynamics, Lie groups, dynamical systems, and differential geometry. The updated second edition also contains a survey of recent developments in this now-flourishing field of topological and geometric hydrodynamics.

Détails

Autres ISBN/GTIN9783030742782
Type de produitLivre numérique
ReliureLivres électroniques
FormatPDF
Indications sur le formatfiligrane
Date de parution12.05.2021
Edition2nd ed. 2021
SérieApplied Mathematical Sciences
No. de série125
Pages455 pages
LangueAnglais
IllustrationsXX, 455 p. 79 illus.
Plus de détails

Série

Evaluations

Auteur

Vladimir Arnold (1937-2010) graduated from Moscow State University, Russia. While a student of Andrey Kolmogorov, Arnold showed in 1957 that any continuous function of several variables can be constructed with a finite number of two-variable functions, thereby completing the solution of Hilbert's thirteenth problem. Arnold worked at Moscow State University, the Steklov Mathematical Institute in Moscow, Russia, and at Paris Dauphine University, France. His groundbreaking contributions enriched such areas as the Kolmogorov-Arnold-Moser theory, dynamical systems, singularity theory, algebraic geometry, symplectic geometry and topology, differential equations, classical mechanics, topological Galois theory, and hydrodynamics. Arnold was also well known as a popularizer of mathematics, the author of many textbooks (such as the famous Mathematical Methods of Classical Mechanics), and outspoken critic of the Bourbaki style in mathematics.
His awards include Shaw Prize, Wolf Prize, Lobachevsky Prize, Crafoord Prize, and many others.


Boris Khesin studied mathematics at Moscow State University, Russia. After obtaining his PhD in 1990 under the guidance of Vladimir Arnold, he spent several years at UC Berkeley and Yale University, USA, before moving to Toronto, Canada. Currently he is a Professor of Mathematics at the University of Toronto. His research interests include infinite-dimensional groups, Hamiltonian and integrable dynamics. The book "Topological Methods in Hydrodynamics" authored by Arnold and Khesin appears to be accepted as one of the main references in the field.

Plus de produits de Arnold, Vladimir I.

Recommandations

Recherches récentes