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Cover of Operator Algebras and Quantum Statistical Mechanics

Operator Algebras and Quantum Statistical Mechanics

Equilibrium states. Models in quantum statistical mechanics

by Ola Bratteli, Derek William Robinson

Springer · 1997 · Hardcover

A textbook on applying operator algebra theory to quantum statistical physics, covering equilibrium states, the KMS condition and quantum spin systems, in its new edition.

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About this book

For almost two decades this book has served as a textbook on applying operator algebra theory to quantum statistical physics. It covers how equilibrium states are structured in general, including the KMS condition and questions of stability.

The subtitle points to equilibrium states and models in quantum statistical mechanics, including quantum spin systems and continuous systems.

The new edition expands the treatment of Bose-Einstein condensation, looks again at the X-Y model and covers phase transitions, with extended notes and remarks. Published by Springer. ISBN-13: 9783540614432.

At a glance

  • New edition with added material
  • Covers equilibrium states and the KMS condition
  • Published by Springer

Book details

ISBN-13
9783540614432
ISBN-10
3540614435
Authors
Ola Bratteli, Derek William Robinson
Publisher
Springer
Published
1997
Series
Texts and monographs in physics
Edition
2nd ed.
Binding
Hardcover
Pages
517
Language
English
Condition
New
See all