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Statistical Field Theory

Giuseppe Mussardo

2020143 citationsDOI

Abstract

Abstract This book is an introduction to statistical field theory, which is an important subject within theoretical physics and a field that has seen substantial progress in recent years. The book covers fundamental topics in great detail and includes areas like conformal field theory, quantum integrability, S-matrices, braiding groups, Bethe ansatz, renormalization groups, Majorana fermions, form factors, the truncated conformal space approach and boundary field theory. It also provides an introduction to lattice statistical models. Many topics are discussed at a fairly advanced level but via a pedagogical approach. In particular, the book presents in a clear way non-perturbative methods of quantum field theories that have become decisive tools in many different areas of statistical and condensed matter physics, and which are currently an essential foundation of the working knowledge of a modern theoretical physicist.

Topics & Concepts

Quantum field theoryTheoretical physicsField (mathematics)Conformal field theoryPhysicsBethe ansatzMAJORANAFermionConformal mapQuantum mechanicsQuantumMathematicsGeometryPure mathematicsRandom Matrices and ApplicationsCold Atom Physics and Bose-Einstein Condensates
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