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Quantum Inverse Scattering Method and Correlation Functions


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Table of Contents

One-dimensional Bose-gas; One-dimensional Heisenberg magnet; Massive Thirring model; Classical r-matrix; Fundamentals of inverse scattering method; Algebraic Bethe ansatz; Quantum field theory integral models on a lattice; Theory of scalar products; Form factors; Mean value of operator Q; Assymptotics of correlation functions; Temperature correlation functions; Appendices; References.

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This book describes some of the most recent and general approaches to the quantum inverse scattering method.


"An important carefully-crafted text, in 4 parts: examination of the Bethe ansatz and calculation of physical quantities; theory of the quantum inverse scattering; third and fourth sections apply preceding work to calculation of correlation functions." American Mathematical Monthly

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