Supersymmetric Reflection Matrices
M. Moriconi (ICTP), K. Schoutens (University of Amsterdam)
TL;DR
This paper reviews the structure of integrable 1+1 dimensional supersymmetric particle theories, focusing on reflection matrices, with examples including perturbed superconformal and sine-Gordon models, and discusses effects of topological charges.
Contribution
It provides a concise overview of supersymmetric reflection matrices and explores modifications due to topological charges in N=1 supersymmetry algebra.
Findings
Analysis of reflection matrices in supersymmetric theories
Examples include perturbed superconformal and sine-Gordon models
Discussion on topological charge effects in supersymmetry
Abstract
We briefly review the general structure of integrable particle theories in 1+1 dimensions having N=1 supersymmetry. Examples are specific perturbed superconformal field theories (of Yang-Lee type) and the N=1 supersymmetric sine-Gordon theory. We comment on the modifications that are required when the N=1 supersymmetry algebra contains non-trivial topological charges.
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