Teh, Rosy
(1994)
*Classical solutions of yang-mills-chern-simons theory in 2+1 dimensions : a quasi-linear superposition / Rosy Teh.*
Journal of the Bureau of Research and Consultancy, 1 (2).
pp. 11-23.
ISSN 0128-7141

Teh, Rosy
(1994)
*Classical solutions of yang-mills-chern-simons theory in 2+1 dimensions : a quasi-linear superposition / Rosy Teh.*
Journal of the Bureau of Research and Consultancy, 1 (2).
pp. 11-23.
ISSN 0128-7141

Teh, Rosy
(1994)
*Classical solutions of yang-mills-chern-simons theory in 2+1 dimensions : a quasi-linear superposition / Rosy Teh.*
Journal of the Bureau of Research and Consultancy, 1 (2).
pp. 11-23.
ISSN 0128-7141

## Abstract

We pointed out that there exists a critical frequency of oscillation for the vortex-like solution (Teh 1990a) above which the system switches to the fields of an alternating current inside a solenoid. We also show the existence of a non-abelian gauge for which the fields can alternate periodically in space between the abelian fields and another abelian (or non-abelian) fields pointing in a different isospin space direction. The solutions discussed here are real, zero-action Minkowski space configurations.

## Metadata

Uncontrolled Keywords: | Yang-Mills-Chern-Simons theory, Quasi-linear superposition |
---|---|

Subjects: | Q Science > QC Physics > Atomic physics. Constitution and properties of matter > Quantum theory. Quantum mechanics > Superposition principle (Physics) Q Science > QC Physics > Atomic physics. Constitution and properties of matter > Quantum theory. Quantum mechanics > Quantum field theory > Yang-Mills theory |

Divisions: | Bureau of Research and Consultancy, Institut Teknologi MARA |

Depositing User: | Staf Pendigitalan 1 |

Date Deposited: | 16 Mar 2015 01:14 |

Last Modified: | 18 Nov 2016 04:49 |

## Download

**Filename:** AJ_ROSY TEH BRCJ 94.pdf