Abstract
AbstractWe construct a complete set of lattice invariants for the bosonic sector of the Georgi‐Glashow model and propose a lattice approximation of the physical action in terms of these invariants. In particular, we describe topologically non‐trivial configurations on the lattice level. Finally, we give a lattice approximation of the functional integral measure in terms of invariants, which enables us to formulate the functional integral on the lattice gauge orbit space.
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