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Introduction to Gauge Field Theory provides comprehensive coverage of modern relativistic quantum field theory, emphasizing the details of actual calculations rather than the phenomenology of the applications.
Forming a foundation in the subject, the book assumes knowledge of relativistic quantum mechanics, but not of quantum field theory. The book is ideal for graduate students, advanced undergraduates, and researchers in the field of particle physics.
- Sales Rank: #2821715 in Books
- Published on: 1993-01-01
- Original language: English
- Number of items: 1
- Dimensions: 9.25" h x .87" w x 6.25" l, 1.39 pounds
- Binding: Paperback
- 380 pages
From the Back Cover
This is a revised edition of the popular text for postgraduate students on Feynman's path integral treatment of gauge theories. There is a new section on instantons and axions, and calculations have been updated to make use of the more precise values of gauge coupling constants now available.
About the Author
Bailin, University of Sussex.
Love, Royal Holloway and Bedford New College, London University.
Most helpful customer reviews
13 of 14 people found the following review helpful.
Excellent, very concise text
By A Customer
This book is a very nice introduction if you already have some notions of QFT. It can happily supplement Lowell Brown's book for instance. Its main characteristics is conciseness, it goes straight to the point, in the minimum expenditure of time and effort, without sacrifying mathematical correctness. Unfortunately some important topics are almost absent from the book, such as Ward identities, or infrared divergences. But the book remains self-contained despite this.
1 of 1 people found the following review helpful.
Very good book on Quantum Field Theory
By Ricardo Avila
I will only say that what I really like of this book is that Quantum Field Theory is presented emphasizing the path integral quantization procedure throughout, no canonical quantization is done here which makes it a very particular title, I suppose you could say that this is a weakness but I see it from the other side, it is a very complete treatment of the path integral procedure since the whole book is devoted to it. Also the book is not very thick which means that the authors really have a a very good capacity of being concise and as the other review said, to the point. Cheers.
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