We investigate non-linear generalization of Maxwell theory of electromagnetic field keeping the gauge invariance of Lagrangian. New theory, which is standard Yang-Mills theory, is based on Harmonic Oscillator HO(4,R) gauge group. It's a solvable Lie group with nilpotent normal subgroup of codimension 1. We write down the Yang-Mills equation and point out their peculiarities and connection with standard Maxwell theory
We show that the solutions of a class of nonlinear models also generate gauge ambiguities in the vac...
We show that the solutions of a class of nonlinear models also generate gauge ambiguities in the vac...
It is shown that the necessary and sufficient condition for the Yang-Mills equations (associated wit...
An enlarged gauge group acts nonlinearly on the class of nonlinear Schrödinger equa-tions introduce...
Abstract. It was proposed new gauge invariant Lagrangian, where the gauge field interact with the ch...
Abstract. It was proposed new gauge invariant Lagrangian, where the gauge field interact with the ch...
Any (N+M)-parameter Lie group G with an N-parameter subgroup H can be realized as a global group of ...
Any (N+M)-parameter Lie group G with an N-parameter subgroup H can be realized as a global group of ...
The authors consider classical Yang-Mills equations on Minkowski space. When the gauge group is SU(2...
We show that there exists a representation of a matrix-valued gauge field via intrinsic “BRST” opera...
We show that there exists a representation of a matrix-valued gauge field via intrinsic “BRST” opera...
We show that there exists a representation of a matrix-valued gauge field via intrinsic “BRST” opera...
Latex2e, 20 pages, some typos corrected, journal ref addedThis paper exposes a reformulation of some...
Latex2e, 20 pages, some typos corrected, journal ref addedThis paper exposes a reformulation of some...
Latex2e, 20 pages, some typos corrected, journal ref addedThis paper exposes a reformulation of some...
We show that the solutions of a class of nonlinear models also generate gauge ambiguities in the vac...
We show that the solutions of a class of nonlinear models also generate gauge ambiguities in the vac...
It is shown that the necessary and sufficient condition for the Yang-Mills equations (associated wit...
An enlarged gauge group acts nonlinearly on the class of nonlinear Schrödinger equa-tions introduce...
Abstract. It was proposed new gauge invariant Lagrangian, where the gauge field interact with the ch...
Abstract. It was proposed new gauge invariant Lagrangian, where the gauge field interact with the ch...
Any (N+M)-parameter Lie group G with an N-parameter subgroup H can be realized as a global group of ...
Any (N+M)-parameter Lie group G with an N-parameter subgroup H can be realized as a global group of ...
The authors consider classical Yang-Mills equations on Minkowski space. When the gauge group is SU(2...
We show that there exists a representation of a matrix-valued gauge field via intrinsic “BRST” opera...
We show that there exists a representation of a matrix-valued gauge field via intrinsic “BRST” opera...
We show that there exists a representation of a matrix-valued gauge field via intrinsic “BRST” opera...
Latex2e, 20 pages, some typos corrected, journal ref addedThis paper exposes a reformulation of some...
Latex2e, 20 pages, some typos corrected, journal ref addedThis paper exposes a reformulation of some...
Latex2e, 20 pages, some typos corrected, journal ref addedThis paper exposes a reformulation of some...
We show that the solutions of a class of nonlinear models also generate gauge ambiguities in the vac...
We show that the solutions of a class of nonlinear models also generate gauge ambiguities in the vac...
It is shown that the necessary and sufficient condition for the Yang-Mills equations (associated wit...