Gauge Fields

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A.A. Slavnov
A01=A. A. Slavnov
A01=L. D. Faddeev
Adjoint Representation
advanced theoretical physics
algebra
Author_A. A. Slavnov
Author_L. D. Faddeev
Category=PH
Classical Field Theory
covariant
Covariant Derivative
derivative
Elementary Particle Interactions
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G.B. Pontecorvo
Gauge Condition
Gauge Fields
Gauge Group
Gauge Theories
Gauge Transformations
group
Group SU
Hadron Current
Intermediate Vector Boson
Invariant Charge
L.D. Faddeev
lie
Lie Algebra
mills
Neutral Meson
particle physics applications
path integral quantization
Quantum Chromodynamics
quantum field methods
quantum gauge field quantization
relativistic string theory
renormalization techniques
Subtraction Point
theories
theory
transformations
Vector Mesons
Weak Equivalence Principle
Weak Neutral Currents
yang
Yang Mills Field
Yang Mills Theory

Product details

  • ISBN 9780201406344
  • Weight: 440g
  • Dimensions: 152 x 229mm
  • Publication Date: 01 Nov 1993
  • Publisher: Taylor & Francis Inc
  • Publication City/Country: US
  • Product Form: Paperback
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This book focuses on the methods applied in the field theory of relativistic strings, which represent a direct generalization of the methods of gauge field theory. It deals with the geometrical aspects of the gauge field theory and illuminates the quantum theory of the Yang-Mills fields.
L D Faddeev

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