Gauge Zero-Modes on ALE Manifolds
Cristiano Carpi, Francesco Fucito
TL;DR
This paper derives the general form of gauge zero-modes in the adjoint representation on ALE manifolds, applicable for any winding number, advancing understanding of gauge theories on these geometries.
Contribution
It provides the first comprehensive formula for gauge zero-modes on ALE manifolds valid for all winding numbers.
Findings
Derived the general form of gauge zero-modes on ALE manifolds.
Applicable to arbitrary winding numbers in gauge theories.
Enhances understanding of gauge configurations on complex geometries.
Abstract
In this paper we find the general (i.e. valid for arbitrary values of the winding number) form of the gauge zero-modes, in the adjoint representation, for theories living on manifolds of the ALE type.
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