Schwinger model on a half-line
Yeong-Chuan Kao, Yu-Wen Lee

TL;DR
This paper analyzes the Schwinger model on a half-line, focusing on boundary effects on the chiral condensate and extending the analysis to finite temperature scenarios.
Contribution
It provides a detailed study of boundary conditions' influence on the Schwinger model and offers a straightforward extension to finite temperature cases.
Findings
Chiral condensate behavior near the edge is characterized.
Boundary conditions significantly affect the model's properties.
Extension to finite temperature is feasible within the proposed approach.
Abstract
We study the Schwinger model on a half-line in this paper. In particular, we investigate the behavior of the chiral condensate near the edge of the line. The effect of the chosen boundary condition is emphasized. The extension to the finite temperature case is straightforward in our approach.
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