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Relativistic Quantum Fields (Dover Books on Physics)

Relativistic Quantum Fields (Dover Books on Physics) Cover

 

Synopses & Reviews

Publisher Comments:

This classic physics text attests to the importance of Richard Feynman's graphs and rules of calculation, and it advises physicists to incorporate Feynman's calculations into their problem-solving methods for canonical quantum field theory. Written by a pair of prominent theoretical physicists, it is geared toward advanced undergraduate and graduate physics majors.
Starting with an examination of general formalism, the treatment explores the Klein-Gordon field, second quantization of the Dirac field, quantization of the electromagnetic field, interacting fields, and vacuum expectation values and the scattering matrix. Additional subjects include perturbation theory, dispersion relations, and renormalization. Three appendixes supplement the text.

Synopsis:

This classic physics text develops a canonical field theory and relates it to Feynman graph expansion. Topics include the analyticity properties of Feynman amplitudes to arbitrary orders, dispersion relation methods, and more. 1965 edition.

Product Details

ISBN:
9780486485881
Publisher:
Dover Publications
Subject:
Physics
Author:
Physics
Author:
Bjorken, James D.
Author:
Drell, Sidney D.
Subject:
Quantum fields
Subject:
Particle physics
Subject:
Quantum physics.
Subject:
Physics-Quantum Mechanics
Edition Description:
Trade Paper
Series:
Dover Books on Physics
Publication Date:
20130931
Binding:
Electronic book text in proprietary or open standard format
Language:
English
Pages:
416
Dimensions:
9.25 x 6.13 in

Related Subjects


Science and Mathematics » Physics » Quantum Mechanics

Relativistic Quantum Fields (Dover Books on Physics)
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Product details 416 pages Dover Publications - English 9780486485881 Reviews:
"Synopsis" by ,
This classic physics text develops a canonical field theory and relates it to Feynman graph expansion. Topics include the analyticity properties of Feynman amplitudes to arbitrary orders, dispersion relation methods, and more. 1965 edition.
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