Anomaly Matching Conditions in Supersymmetric Gauge Theories
Gustavo Dotti, Aneesh V. Manohar
TL;DR
This paper establishes sufficient conditions for anomaly matching in supersymmetric gauge theories, rederives known results in supersymmetric QCD, and applies these conditions to s-confining theories, enhancing understanding of their consistency.
Contribution
It provides new sufficient conditions for anomaly matching in supersymmetric gauge theories, extending the applicability to s-confining theories and rederiving key results in supersymmetric QCD.
Findings
Sufficient conditions for anomaly matching are proven.
Known results in supersymmetric QCD are rederived.
Anomaly matching holds for s-confining theories.
Abstract
Sufficient conditions are proven for 't Hooft's consistency conditions to hold at points in the moduli space of supersymmetric gauge theories. Known results for anomaly matching in supersymmetric QCD are rederived as a sample application of the results. The results can be used to show that the anomaly matching conditions hold for s-confining theories.
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