Lie groups: General theory

Main
Mathematics - Symmetry and group
Lie groups: General theory

Lie groups: General theory

Koornwinder T.H.

0 / 0

Quanto ti piace questo libro?

Qual è la qualità del file?

Scarica il libro per la valutazione della qualità

Qual è la qualità dei file scaricati?

Categorie:

Mathematics - Symmetry and group

Anno:

2001

Lingua:

english

Pagine:

34

File:

PDF, 431 KB

IPFS:

,

english, 2001

Leggi Online

La conversione in è in corso

La conversione in non è riuscita

Puoi essere interessati a

Cvitanovic P. — Group theory: Lie's, track, and exceptional groups

Hall B.C. — Elementary introduction to groups and representations

Harry J Lipkin — Lie groups for pedestrians

Van Eck H.N. — Lie groups in prolongation theory

Baker A. — Representations of finite groups

Wilkins D.R. — Course 311: Michaelmas Term 2001. Topics in Group Theory

Irving Kaplansky — Commutative Rings [bad OCR]

Bonheure D., Serra E., Tarallo M. — Symmetry of extremal functions in Moser-Trudinger inequalities and a Henon type problem in dimension two

Miller G. A. — Form of the Number of the Prime Power Subgroups of an Abelian Group

Ford L. R. — On the Foundations of the Theory of Discontinuous Groups of Linear Transformations

Coxeter M — Discrete Groups Generated

J. F. Adams, Zafer Mahmud, Mamoru Mimura — Lectures on exceptional Lie groups

Cabanes M., Enguehard M. — Representation theory of finite reductive groups

Roger W. Carter, Ian G. MacDonald, Graeme B. Segal, M. Taylor — Lectures on Lie Groups and Lie Algebras

Dong Hoon Lee — The structure of complex Lie groups

Yvette Kosmann-Schwarzbach; Stephanie Frank Singer (Translator) — Groups and Symmetries: From Finite Groups to Lie Groups, 2nd Edition

Ibragimov N.H. (ed.) — Lie group analysis. Classical heritage

Brickell F., Clark R.S. — Differentiable manifolds

Karl-Heinz Fieseler — Lie Groups [Lecture notes]

John M. Lee — Introduction to Smooth Manifolds

Walde — Introduction Lie Groups Lie Algebras

F Brickell, R. S. Clark — Differentiable Manifolds an Introduction

Lee J.M. — Differential geometry, analysis, and physics

Michor P.W. — Topics in differential geometry (web draft, April 2007)

Michor. — Topics in differential geometry

— Topics in Differential Geomnetry 001

Lee J.M. — Differential Geometry, Analysis and Physics

Chevalley Claude — Theory of Lie Groups I.

S.Shahshahani — Siavash_Shahshahani_An_Introductory_to_Differential_Manifolds

J. Lee — Differential Geometry. Analysis and Physics

Katsuo Kawakubo — The Theory of Transformation Groups

Loring W. Tu — An Introduction to Manifolds

Shahshahani, Siavash — An Introductory Course on Differentiable Manifolds

Claude Chevalley — Theory of Lie Groups

John F. Price — Lie groups and compact groups

Renato Feres — Dynamical Systems and Semisimple Groups

C. T. C. Wall — Differential Topology

Loring W. Tu — An Introduction to Manifolds: Second Edition

Loring W. Tu — An Introduction to Manifolds: Second Edition

Steinar Johannesen — Smooth Manifolds and Fibre Bundles with Applications to Theoretical Physics

Dennis Barden, Charles B. Thomas — An Introduction to Differential Manifolds

Claudio Gorodski — Smooth Manifolds

Termini più frequenti