Static finite-energy solutions of Gauge fields with separated radial variable

Collection : Michel, Louis

Auteur(e.s) : MICHEL

Date : 01/1977

Description : Abstract : For arbitrary compact gauge group G and real representations of the Higgs fields, we seek static finite-energy solutions for which the radial dependence of the fields is factorized. We find that the gauge fields vanish outside a fixed SO(3) subgroup of G, and that inside SO(3) they reduce to the 't Hooft-Polyakov solution with unit magnetic charge. The Higgs fields may belong to any integer representation of this SO(3).

Sujet(s) : CHAMPS DE JAUGE

Source : P/77/155

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