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".

Twisted Morse Complexes

Morse Homology and Cohomology with Local Coefficients
LivreLivre de poche
Classement des ventes 697dansMathématique
CHF79.90

Description

It contains a complete proof of the Twisted Morse Homology Theorem, which says that on a closed finite-dimensional smooth manifold the homology of the Morse-Smale-Witten chain complex with coefficients in a bundle of abelian groups G is isomorphic to the singular homology of the manifold with coefficients in G.

Détails

ISBN/GTIN978-3-031-71615-7
Type de produitLivre
ReliureLivre de poche
ÉditeurSpringer
Date de parution09.12.2024
Edition2024
SérieLecture Notes in Mathematics
No. de série2361
Pages145 pages
LangueAnglais
IllustrationsX, 140 p.
Groupe de produitsSciences naturelles
CatégorieMathématique
Plus de détails

Série

Evaluations

Auteur

Augustin Banyaga is a Professor of Mathematics and a Distinguished Senior Scholar at Penn State University in the Eberly College of Science and a Fellow of the African Academy of Sciences. He has authored at least 70 peer reviewed papers and 3 books, including Lectures on Morse Homology published by Springer.David Hurtubise is a Professor of Mathematics at Penn State Altoona. He has authored at least 14 peer reviewed papers, 140 Mathematical Reviews, 45 Zentralblatt Reviews, and the book Lectures on Morse Homology published by Springer.Peter Spaeth is a Senior Research Scientist at NASA´s Langley Research Center. He has authored over 20 peer reviewed papers in mathematics, materials science, and nondestructive evaluation. In 2023 he was awarded the NASA Early Career Achievement Medal.

Plus de produits de Banyaga, Augustin

Mot-clé

Recommandations

Recherches récentes