Abstract
Gribov copies of the vacuum in two dimensional compact U(1) lattice gauge models are constructed. On the basis of this a gauge fixing algorithm is developped, which finds the minimum of the sum of link field squares. Numerical experience in a two dimensional Higgs model with fixed length scalar field is reported and the extension to three and four dimensional U(1) and four dimensional SU(2) gauge theories is briefly discussed. (orig.)
Citation Formats
Montvay, I.
Minimal U(1) gauge fields in two dimensions.
Germany: N. p.,
1993.
Web.
Montvay, I.
Minimal U(1) gauge fields in two dimensions.
Germany.
Montvay, I.
1993.
"Minimal U(1) gauge fields in two dimensions."
Germany.
@misc{etde_10153354,
title = {Minimal U(1) gauge fields in two dimensions}
author = {Montvay, I}
abstractNote = {Gribov copies of the vacuum in two dimensional compact U(1) lattice gauge models are constructed. On the basis of this a gauge fixing algorithm is developped, which finds the minimum of the sum of link field squares. Numerical experience in a two dimensional Higgs model with fixed length scalar field is reported and the extension to three and four dimensional U(1) and four dimensional SU(2) gauge theories is briefly discussed. (orig.)}
place = {Germany}
year = {1993}
month = {Dec}
}
title = {Minimal U(1) gauge fields in two dimensions}
author = {Montvay, I}
abstractNote = {Gribov copies of the vacuum in two dimensional compact U(1) lattice gauge models are constructed. On the basis of this a gauge fixing algorithm is developped, which finds the minimum of the sum of link field squares. Numerical experience in a two dimensional Higgs model with fixed length scalar field is reported and the extension to three and four dimensional U(1) and four dimensional SU(2) gauge theories is briefly discussed. (orig.)}
place = {Germany}
year = {1993}
month = {Dec}
}