Synopsis
With symmetry as the basic tool, this book coherently presents foundations and recent developments with regard to finite temperature quantum field theory and its applications to physical problems. Coverage begins with elements of thermodynamics and of statistical mechanics, followed by partition function and path integral, and zero temperature interacting fields. Subsequent chapters address various aspects of thermal fields, applications to quantum optics, compactified fields, and applications to open systems. The four authors are affiliated as follows: Faqir C. Khanna (U. of Alberta, Canada), Adolfo P.C. Malbouisson (Centro Brasileiro de Pesquisas Fisicas, Brazil), Jorge M.C. Malbouisson (Universidade Federal de Bahia, Brazil), and Ademir E. Santana (Universidade de Brasilia, Brazil). Annotation ©2010 Book News, Inc., Portland, OR (booknews.com)
Review
An important and original aspect of the formalism is the focus on symmetry, which helps the authors to smoothly navigate among several topics covered in the book. The subject comprises the main ingredients of finite temperature quantum field theory and the unique algebraic aspects will certainly be of very good help to both students and researchers interested in thermal effects in field theory. --Dionisio Bazeia, University of Paraiba, Brazil
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