Surveys in Modern Mathematics

doi:10.1017/CBO9780511614156

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Chapon, François and Chhaibi, Reda 2021. Quantum $$ SL _2$$, infinite curvature and Pitman’s 2M-X theorem. Probability Theory and Related Fields, Vol. 179, Issue. 3-4, p. 835.

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Edited by Victor Prasolov, Moscow State University, Yulij Ilyashenko, Moscow State University

Publisher:: Cambridge University Press
Online publication date:: December 2009
Print publication year:: 2005
Online ISBN:: 9780511614156
DOI:: https://doi.org/10.1017/CBO9780511614156

Subjects:: Mathematics (general), Mathematics
Series:: London Mathematical Society Lecture Note Series (321)

85.99 (GBP)

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This collection of articles from the Independent University of Moscow is derived from the Globus seminars held there. They are given by world authorities, from Russia and elsewhere, in various areas of mathematics and are designed to introduce graduate students to some of the most dynamic areas of mathematical research. The seminars aim to be informal, wide-ranging and forward-looking, getting across the ideas and concepts rather than formal proofs, and this carries over to the articles here. Topics covered range from computational complexity, algebraic geometry, dynamics, through to number theory and quantum groups. The volume as a whole is a fascinating and exciting overview of contemporary mathematics.

‘… a fascinating and exciting overview of contemporary mathematics.‘

Source: L'Enseignement Mathématique

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Surveys in Modern Mathematics

This Book has been cited by the following publications. This list is generated based on data provided by Crossref.

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Contents

Frontmatter
pp i-iv

Contents
pp v-vi

The Independent University of Moscow and Student Sessions at the IUM
pp vii-xii

Mysterious mathematical trinities
pp 1-12

The principle of topological economy in algebraic geometry
pp 13-23

Rational curves, elliptic curves, and the Painlevé equation
pp 24-33

The orbit method and finite groups
pp 34-69

On the development of the theory of dynamical systems during the past quarter century
pp 70-185

Foundations of computational complexity theory
pp 186-202

The Schrödinger equation and symplectic geometry
pp 203-210

Rings and algebraic varieties
pp 211-215

Billiard table as a playground for a mathematician
pp 216-242

The Fibonacci numbers and simplicity of 2127 – 1
pp 243-254

On problems of computational complexity
pp 255-259

Values of the ζ-function
pp 260-273

Combinatorics of trees
pp 274-282

What is an operad?
pp 283-291

The orbit method beyond Lie groups. Infinite-dimensional groups
pp 292-304

The orbit method beyond Lie groups. Quantum groups
pp 305-315

Conformal mappings and the Whitham equations
pp 316-327

Projective differential geometry: old and new
pp 328-337

Haken's method of normal surfaces and its applications to classification problem for 3-dimensional manifolds – the life story of one theorem
pp 338-348

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Surveys in Modern Mathematics

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