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Affine Lie algebras and quantum groups : an introduction, with applications in conformal field theory

Fuchs, Jürgen <1957- ; Baden Baden>

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Natur

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Titel

Affine Lie algebras and quantum groups : an introduction, with applications in conformal field theory

Namen

[Autore] Fuchs, Jürgen <1957- ; Baden Baden>

Dewey -Klasse

512.55 Algebre e gruppi topologici, algebre e gruppi connessi.

BNI -Subjekt

ALGEBRA DI LIE

Beschreibung

Affine Lie algebras and quantum groups : an introduction, with applications in conformal field theory / Jurgen Fuchs

Auflage

Paperback ed. (with corrections)

Physische Beschreibung

XIV, 433 p. ; 25 cm.

Standardzahlen

ISBN: 0521415934, hardback
ISBN: 052148412X, paperback

Datum

1995

Ort der Veröffentlichung

Cambridge

Dorf

GRAN BRETAGNA

Zunge

INGLESE

Quelle

Biblioteche SBN Sardegna

IT\ICCU\UFI\0224456

Ressourcenverbindungen

http://id.sbn.it/bid/UFI0224456

Etikett

Bilder

Circolo Sardo Grazia Deledda di Baden

Pellegrini

Autor : Nieddu Gianni <1957->

Jahr : 2006

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Texte

Lie groups and algebras with applications to physics, geometry, and mechanics

Autor : Sattinger, David H.

Jahr : 1986

Quantum groups, quantum categories and quantum field theory

Autor : Fröhlich, Jürg

Jahr : 1993

Ergebnisse 2 von 1722358

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Video

None. [Part 1]: 1. Introduction to the study of motion (24 min) ; 2. Fundamental principles of flow (23 min) ; 3. Fluid motion in a gravitational field (23 min)

Jahr : 1990

None. [Part 1]: 1. Introduction to the study of motion (24 min) ; 2. Fundamental principles of flow (23 min) ; 3. Fluid motion in a gravitational field (23 min)

Jahr : 1990

Ergebnisse 2 von 65843

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Audio

Three originals

Autor : Powell, Baden <1937-2000>

Jahr : 1993

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Autor : Powell, Baden <1937-2000>

Jahr : 1990

Ergebnisse 2 von 25024

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Affine Lie algebras and quantum groups : an introduction, with applications in conformal field theory

Etikett

Circolo Sardo Grazia Deledda di Baden

Pellegrini

Lie groups and algebras with applications to physics, geometry, and mechanics

Quantum groups, quantum categories and quantum field theory

None. [Part 1]: 1. Introduction to the study of motion (24 min) ; 2. Fundamental principles of flow (23 min) ; 3. Fluid motion in a gravitational field (23 min)

None. [Part 1]: 1. Introduction to the study of motion (24 min) ; 2. Fundamental principles of flow (23 min) ; 3. Fluid motion in a gravitational field (23 min)

Three originals

Samba de uma nota so

Kommentare