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Book Synopsis
This book is a survey of methods used in the study of two-dimensional models in quantum field theory as well as applications of these theories in physics. It covers the subject since the first model, studied in the fifties, up to modern developments in string theories, and includes exact solutions, non-perturbative methods of study, and nonlinear sigma models.

Trade Review
"The authors have made a great effort to present in a careful and systematic way such a complete treatise for the benefit of non-specialists. This book is thus of great value to students and research physicists interested in two-dimensional quantum field theory. Numerous (15) useful appendices help the reader to understand and rederive the results at will, making the book self-contained." Jean-Pierre Ader Mathematical Reviews

Non-perturbative Methods In Two-dimensional

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    A Paperback / softback by Elcio Abdalla, Maria Cristina Batoni Abdalla, Klaus D Rothe

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      View other formats and editions of Non-perturbative Methods In Two-dimensional by Elcio Abdalla

      Publisher: World Scientific Publishing Co Pte Ltd
      Publication Date: Publication Date: 01/08/1991
      ISBN13: 9789810204631, 978-9810204631
      ISBN10: 9810204639

      Description

      Book Synopsis
      This book is a survey of methods used in the study of two-dimensional models in quantum field theory as well as applications of these theories in physics. It covers the subject since the first model, studied in the fifties, up to modern developments in string theories, and includes exact solutions, non-perturbative methods of study, and nonlinear sigma models.

      Trade Review
      "The authors have made a great effort to present in a careful and systematic way such a complete treatise for the benefit of non-specialists. This book is thus of great value to students and research physicists interested in two-dimensional quantum field theory. Numerous (15) useful appendices help the reader to understand and rederive the results at will, making the book self-contained." Jean-Pierre Ader Mathematical Reviews

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