Determinant of the SU(N) caloron with nontrivial holonomy
Sergey Slizovskiy
TL;DR
This paper calculates the 1-loop quantum weight of the most general self-dual SU(N) caloron with nontrivial holonomy, advancing understanding of finite-temperature Yang-Mills solutions.
Contribution
It provides the first calculation of the quantum weight for the SU(N) KvBLL caloron with nontrivial holonomy.
Findings
Quantum weight expression derived for SU(N) calorons
Enhanced understanding of caloron contributions at finite temperature
Generalization to SU(N) gauge groups
Abstract
The 1-loop quantum weight of the SU(N) KvBLL caloron with nontrivial holonomy is calculated. The latter is the most general self-dual solution with unit topological charge in the 4d Yang-Mills theory with one compactified dimension (finite temperature).
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