Topological Updating Schemes: A Case Study In 3-d U(1)
Arjan Hulsebos, Peer Ueberholz
TL;DR
This paper investigates a topological updating scheme in 3D U(1) gauge theory and discusses potential implications for 4D SU(N) gauge theories, aiming to improve understanding of gauge theory dynamics.
Contribution
It introduces a specific topological updating scheme in 3D U(1) gauge theory and explores its relevance to four-dimensional SU(N) gauge theories, providing new insights.
Findings
Proposes a novel topological updating method for 3D U(1) gauge theory
Discusses potential applications and expectations for 4D SU(N) gauge theories
Provides preliminary insights into gauge theory topological structures
Abstract
We study a topological updating scheme in three dimensional U(1) gauge theory. Some expectations for four dimensional SU(N) gauge theories are discussed.
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