Condition of Self-Duality for SU(2) Gauge Fields on Euclidean Four-Dimensional Space

1977314 citationsJournal Article

Authors

Abstract

The condition of self-duality for a SU(2) gauge field on Euclidean four-dimensional flat space is integrated once to obtain Laplace-like equations for three real variables or for variables one real and one complex. A special case of the latter reduces to the Corrigan-Fairlie-Wilczek-'t Hooft Ansatz.

Topics & Keywords

Quantum Chromodynamics and Particle Interactions Particle physics theoretical and experimental studies Black Holes and Theoretical Physics

Publication Details

Published in: Physical Review Letters

Volume 38, Issue 24, pp. 1377-1379

DOI: 10.1103/physrevlett.38.1377

Field-Weighted Citation Impact: 17.73

Command Palette

Condition of Self-Duality for SU(2) Gauge Fields on Euclidean Four-Dimensional Space

Authors

Abstract

Topics & Keywords

Publication Details