Distributing the chiral and flavour components of Dirac-Kahler fermions across multiple lattices

Abstract

We use a specific implementation of discrete differential geometry to describe Dirac-Kahler fermions in such a way that we can separate their chiral and flavour components. The formulation introduces additional lattices so that on each lattice there is a single field of definate chirality. Within this framework, we define an non-compact Abelian gauge theory.

Comments: Proceedings of talk given at Lattice 2005