On Wilson Surfaces in Topological Chern-Simons Interaction in (3+1) Dimensions
JungJai Lee
TL;DR
This paper investigates the regularization of Wilson surface expectation values in a (3+1)-dimensional bosonic string context, focusing on the singular behavior of propagators in a Chern-Simons framework with higher order terms.
Contribution
It provides a detailed analysis of the singularities and regularization techniques for Wilson surfaces in topological Chern-Simons theories in four dimensions.
Findings
Identifies singular behaviors of propagators in the model
Proposes regularization methods for Wilson surface expectation values
Analyzes effects of higher order terms in the Chern-Simons action
Abstract
We comment on the regularization of the expectation values of Wilson surfaces for the bosonic string in the (3+1) dimensions. We analyze the singular behaviors of propagator for the Chern-Simons action with the additional higher order terms.
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