Quasi-local Update Algorithms for Numerical Simulations of d=3 SU(2) LGT in the Dual Formulation

Details Quasi-local Update Algorithms for Numerical Simulations of d=3 SU(2) LGT in the Dual Formulation Quasi-local Update Algorithms for Numerical Simulations of d=3 SU(2) LGT in the Dual Formulation

2000-11-09

arxiv.org/abs/hep-lat/0011047v1

Nucl.Phys.Proc.Suppl. 94 (2001) 665-669

Physics

High Energy Physics

High Energy Physics - Lattice

LATTICE2000(Topics in Gauge Theories),5 pages,5 figures,LaTex

Scientific paper

In the dual formulation of d=3 SU(2) LGT, the link variables are group representations and valid configurations are those satisfying a number of triangle inequalities. In \cite{lat99} algorithms for local updates that automatically respect these constraints were described. It was also pointed out there that these local updates were not ergodic. In this presentation, we describe two different quasi-local updating algorithms which, in conjunction with the local updates, appear to be ergodic.

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