PHASE-STRUCTURE AND CONFINEMENT PROPERTIES OF NONCOMPACT GAUGE-THEORIES - Z(N) WILSON LOOP AND EFFECTIVE NONCOMPACT MODEL

Authors
BORISENKO OA PETROV VK ZINOVJEV GM BOHACIK J
Citation
Oa. Borisenko et al., PHASE-STRUCTURE AND CONFINEMENT PROPERTIES OF NONCOMPACT GAUGE-THEORIES - Z(N) WILSON LOOP AND EFFECTIVE NONCOMPACT MODEL, Physics of atomic nuclei, 60(10), 1997, pp. 1741-1753
Citations number
15
Categorie Soggetti
Physics, Nuclear","Physics, Particles & Fields
Journal title
Physics of atomic nuclei → ACNP
ISSN journal
10637788
Volume
60
Issue
10
Year of publication
1997
Pages
1741 - 1753
Database
ISI
SICI code
1063-7788(1997)60:10<1741:PACPON>2.0.ZU;2-M
Abstract
An approach to studying lattice gauge models in the weak-coupling regi on is proposed. Conceptually, this approach is based on the crucial ro le of original Z(N) symmetry and of the invariant gauge-group measure. As an example, an effective model from the compact Wilson formulation of SU(2) gauge theory is calculated in d = 3 dimensions at zero tempe rature. The confining properties and the phase structure of the effect ive model are studied in detail.