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The Quantum Theory of Fields: Volume 3, Supersymmetry
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Table of Contents

Preface to Volume III; Notation; 24. Historical introduction; 25. Supersymmetry algebras; 26. Supersymmetric field theories; 27. Supersymmetric gauge theories; 28. Supersymmetric versions of the standard model; 29. Beyond perturbation theory; 30. Supergraphs; 31. Supergravity; 32. Supersymmetry in higher dimensions; Author index; Subject index.

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A comprehensive introduction to supersymmetry from Nobel Laureate Steven Weinberg, now available in paperback.

Reviews

' ... has produced a treatise that many of us had long awaited, perhaps without fully realizing it ... with the publication of The Quantum Theory of Fields, Vol. 3, has performed an analogous service for supersymmetry ... Although this volume is the third in a trilogy, it is quite different from its two predecessors, and it stands on its own ... May a new generation of students imbibe its content and spirit.' Physics Today 'Weinberg is of course one of the creators of modern quantum field theory, as well as of its physical culmination, the standard model of all (nongravitational) interactions. It is ... very timely that this latest part of his monograph, devoted to supersymmetry and supergravity, has just appeared. As a text, it has been pretested by Weinberg for a freestanding one-year graduate course; as a clear organizing reference to this extremely vast field, it will help the experts as well ... Weinberg's style of presentation is as clear and meticulous as in his previous works.' Stanley Deser, Journal of General Relativity and Gravitation 'The third volume of The Quantum Theory of Fields is a self-contained introduction to the world of supersymmetry and supergravity. It will be useful both for experienced researchers in the field and for students who want to take the first steps towards learning about supersymmetry. Unlike other books in this field, it covers the wide spectrum of possible applications of supersymmetry in physics.' Hans Peter Nilles, Nature 'Weinberg tries to be as elementary and clear as possible and steers clear of more sophisticated mathematical tools. Together with the previous volumes, this volume will serve as an invaluable reference to researchers and a textbook for graduate students.' G. Roepstorff, Zentralblatt MATH From reviews of the previous two volumes: 'For over twenty years there has been no good modern textbook on the subject. For all that time, Steven Weinberg has been promising to write one. That he has finally done it ... is cause for celebration among those who try to teach and try to learn the subject. Weinberg's book is for serious students of field theory ... it is the first textbook to treat quantum field theory the way it is used by physicists today.' Howard Georgi, Science ' ... beautifully produced and meticulously edited ... and it is a real bargain in price. If you want to learn quantum field theory, or have already learned it and want to have a definitive reference at hand, purchase this book.' O. W. Greenberg, Physics Today 'To sum up, this book strengthens the impression that Weinberg has produced a masterpiece that will be a standard reference on the field for a long time to come.' B. E. Svensson, Elementa 'Weinberg's volume will be popular with postgraduate workers in theoretical physics and a standard reference for experienced researchers. If some of the supersymmetric partners of the quarks, leptons and gauge bosons are discovered at the Large Hadron Collider at Cern or at another particle accelerator, then this book will be found not on the shelves but on the desks of particle physicists.' Chris Sachrajda, Times Higher Education Supplement 'It is a majestic exposition ... I find it hard to imagine a better treatment of quantum field theory than Weinberg's.' John C. Taylor, Nature 'Experienced researchers and beginning graduate students will delight in the gems of wisdom to be found in these pages ... I have no doubt that these two volumes will rapidly constitute the classic treatment of this important subject.' M. B. Green, CERN Courier

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