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Your search keyword '"T. A. Bolokhov"' showing total 6 results
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6 results on '"T. A. Bolokhov"'

1. Infrared Variables for the SU(3) Yang–Mills Field

Author

T. A. Bolokhov and L. D. Faddeev

Subjects
Algebraic structure, Group (mathematics), Duality (optimization), Statistical and Nonlinear Physics, Field (mathematics), Yang–Mills existence and mass gap, Yang–Mills theory, High Energy Physics::Theory, Gauge group, Quantum electrodynamics, Gauge theory, Mathematical Physics, Mathematical physics, Mathematics
Abstract

We generalize the self-dual parameterization of the SU(2) Yang–Mills field proposed by Niemi and Faddeev for describing the infrared limit of the theory to the case of the gauge group SU(3). We demonstrate that the duality property intrinsic to the SU(2) gauge field cannot be transferred automatically to the higher-rank group case. We interpret the algebraic structures appearing in the Lagrangian for the new compact variables in terms of the group products SU(2)⊗3.

Published
2004
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2. Diagram Technique for the Heat Kernel of the Covariant Laplace Operator.

Author

Ivanov, A. V.

Subjects
CHARTS, diagrams, etc., HEAT, YANG-Mills theory
Abstract

We present a diagram technique used to calculate the Seeley–DeWitt coefficients for a covariant Laplace operator. We use the combinatorial properties of the coefficients to construct a matrix formalism and derive a formula for an arbitrary coefficient. [ABSTRACT FROM AUTHOR]

Published
2019
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5. Peculiarities of Decomposition of the SU(N) Yang–Mills Field.

Author

Bolokhov, T. A.

Subjects
YANG-Mills theory, QUANTUM field theory, FIELD theory (Physics), QUANTUM theory, RELATIVITY (Physics), LIE algebras, LINEAR algebra, ABSTRACT algebra
Abstract

Several aspects of extension of the Faddeev–Niemi decomposition for the SU(2) Yang–Mills field to the case of the SU(N) gauge group are discussed. Bibliography: 4 titles. [ABSTRACT FROM AUTHOR]

Published
2005
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6. The Faddeev-Popov Determinant for the SU(2) Yang-Mills Field in Partially Dual Variables.

Author

Bolokhov, T. A.

Subjects
MATHEMATICAL variables, DETERMINANTS (Mathematics), YANG-Mills theory, QUANTUM field theory, FIELD theory (Physics), QUANTUM theory, ALGEBRA, MATHEMATICS
Abstract

In the present paper, the Faddeev-Popov determinant arising in the partially-dual decomposition of the SU(2) Yang-Mills field is studied. Bibliography: 4 titles. [ABSTRACT FROM AUTHOR]

Published
2003
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