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hep-lat1992
Non-perturbative analysis, Gribov horizons and the boundary of the fundamental domain
Pierre van Baal, R. E. Cutkosky
In this contribution to the proceedings we will describe some of the details for constructing the Gribov horizon and the boundary of the fundamental modular domain, when restrictin…
hep-lat1992
Topology of the Yang-Mills Configuration space
Pierre van Baal
It will be described how to uniquely fix the gauge using Coulomb gauge fixing, avoiding the problem of Gribov copies. The fundamental modular domain, which represents a one-to-one…