Invariance properties of induced Fock measures for U(1) holonomies
J. M. Velhinho
TL;DR
This paper investigates the invariance properties of measures in the space of generalized U(1) connections, focusing on Varadarajan's r-Fock representations, to understand their mathematical structure and symmetries.
Contribution
It provides new insights into the invariance properties of measures related to U(1) holonomies within the framework of r-Fock representations.
Findings
Identifies specific invariance properties of the measures
Analyzes the structure of generalized U(1) connection spaces
Contributes to the mathematical understanding of quantum gauge theories
Abstract
We study invariance properties of the measures in the space of generalized U(1) connections associated to Varadarajan's r-Fock representations.
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