fraeon
Films
BrowseTop 250
Series
TV ShowsAnimeTop 250 TVTop 100 Anime
Games
BrowseTop 100
Books
BooksMangaTop 125 BooksTop 100 Manga
For youTrendingTier ListsThe ArchiveLeaderboard
Log inSign up free
fraeon

Everything you watch, play and read — tracked, rated and remembered in one library.

Explore

  • Films
  • TV
  • Anime
  • Games
  • Books
  • Manga

Discover

  • Trending
  • Leaderboard
  • Find people
  • Lists
  • Tier lists

Company

  • Tour
  • About
  • Community guidelines
  • Privacy
  • Terms
  • Contact

© 2026 fraeon. All rights reserved. ·

Metadata from TMDB, RAWG, Jikan & Open Library. This product uses the TMDB API but is not endorsed or certified by TMDB.

Questions or ideas? mehmet@avortas.com

HomeFeedProfile
Formality Theory

Formality Theory

by Chiara Esposito

Mathematical physicsPoisson manifoldsPoisson algebrasGeometric quantizationQuantum groups
0.0
Open Library
Open Library

About this book

This book is a survey of the theory of formal deformation quantization of Poisson manifolds, in the formalism developed by Kontsevich. It is intended as an educational introduction for mathematical physicists who are dealing with the subject for the first time. The main topics covered are the theory of Poisson manifolds, star products and their classification, deformations of associative algebras and the formality theorem. Readers will also be familiarized with the relevant physical motivations underlying the purely mathematical construction.

Themes & subjects

Mathematical physicsPoisson manifoldsPoisson algebrasGeometric quantizationQuantum groupsPhysics

Author

Chiara Esposito

Pages

104

Read time

≈ 3h

Editions

2

Language

English

Publisher

Springer

ISBN

9783319092904

Where to buy

TR
Amazon Bookshop

Reviews

No reviews yet — be the first to write one from the Log screen.

Quotes

No quotes yet.

Discussions

Similar books

La valeur de la science

Philosophy · Science

La valeur de la science

Henri Poincaré

1905

Chaos

Chaotic behavior in systems · Science

Chaos

James Gleick

1987

Physics

Physics · Calculus

Physics

Eugene Hecht

1994

The Grand Design

New York Times bestseller · nyt:paperback_nonfiction=2012-02-18

The Grand Design

Stephen Hawking

1998

Using and understanding mathematics

Mathematics · Philosophy of mathematics

Using and understanding mathematics

Jeffrey O. Bennett

1998

Volume and surface integrals used in physics

Potential theory (Mathematics) · Multiple integrals

Volume and surface integrals used in physics

J. G. Leathem

1905

The Road to Reality

Physics · Mathematics

The Road to Reality

Roger Penrose

2004

Mathematical methods for physicists

Mathematics · Mathematical physics

Mathematical methods for physicists

George B. Arfken

1966

Advanced Engineering Mathematics

Textbooks · Toepassingen

Advanced Engineering Mathematics

Erwin Kreyszig

1957

Lehrbuch der theoretischen Physik

Mathematical physics

Lehrbuch der theoretischen Physik

Joos, Georg

1932

Geometric Methods In Physics

Geometric quantization · Mathematical physics

Geometric Methods In Physics

Piotr Kielanowski

2012

Horizons in World Physics

Physics · Mathematical physics

Horizons in World Physics

Albert Reimer

2012

Lie Theory and Its Applications in Physics

Lie Groups Topological Groups · Mathematical physics

Lie Theory and Its Applications in Physics

Vladimir Dobrev

2013

Advanced Materials

Materials · Mathematical physics

Advanced Materials

Ivan A. Parinov

2014

Poisson geometry, deformation quantisation and group representations

Poisson algebras · Representations of groups

Poisson geometry, deformation quantisation and group representations

Daniel Sternheimer

2005

Hamiltonian mechanical systems and geometric quantization

Hamiltonian systems · Poisson manifolds

Hamiltonian mechanical systems and geometric quantization

Mircea Puta

1993

Lectures on Poisson Geometry

Mathematics · Symplectic geometry

Lectures on Poisson Geometry

Marius Crainic

2021

Poisson structures and their normal forms

Hamiltonian systems · Symplectic geometry

Poisson structures and their normal forms

Jean-Paul Dufour

2005