AbstractA stronger version of an anomaly matching theorem (AMT) is proven that allows to anticipate the matching of continuous as well as discrete global anomalies. The AMT shows a connection between anomaly matching and the geometry of the null cone of SYM theories. Discrete symmetries are shown to be broken at the origin of the moduli space in Seiberg–Witten theories
The authors show how to extend the `t Hooft anomaly matching conditions to discrete symmetries. They...
The structure of the moduli space of N = l supersymmetric gauge theories is analyzed from an algebra...
An attempt is made at a systematic approach to anomaly matching problem in non-Abelian electric-magn...
AbstractA stronger version of an anomaly matching theorem (AMT) is proven that allows to anticipate ...
We show how to extend the 't Hooft anomaly matching conditions to discrete symmetries. We check thes...
We extend the well-known 't Hooft anomaly matching conditions for continuous global symmetries to di...
Abstract 4d gauge theories with massless fermions typically have axial U(1) tra...
We comment on aspects of discrete anomaly conditions focussing particularly on R symmetries. We revi...
The structure of the moduli space of N=1 supersymmetric gauge theories is analyzed from an algebraic...
Anomaly of discrete symmetries can be defined as the Jacobian of the path-integral measure. We assum...
Abstract We study two well-known SU(N) chiral gauge theories with fermions in t...
We initiate a search for non-perturbative consistency conditions in M theory. Some non-perturbative ...
We examine in detail the process of resolving 't Hooft anomalies by extending the symmetry of a theo...
We study ’t Hooft anomalies for a global discrete internal symmetry G . We construct examples of bos...
AbstractThe multiplet of superconformal anomalous currents in the case (1,0), d=6 is derived. The su...
The authors show how to extend the `t Hooft anomaly matching conditions to discrete symmetries. They...
The structure of the moduli space of N = l supersymmetric gauge theories is analyzed from an algebra...
An attempt is made at a systematic approach to anomaly matching problem in non-Abelian electric-magn...
AbstractA stronger version of an anomaly matching theorem (AMT) is proven that allows to anticipate ...
We show how to extend the 't Hooft anomaly matching conditions to discrete symmetries. We check thes...
We extend the well-known 't Hooft anomaly matching conditions for continuous global symmetries to di...
Abstract 4d gauge theories with massless fermions typically have axial U(1) tra...
We comment on aspects of discrete anomaly conditions focussing particularly on R symmetries. We revi...
The structure of the moduli space of N=1 supersymmetric gauge theories is analyzed from an algebraic...
Anomaly of discrete symmetries can be defined as the Jacobian of the path-integral measure. We assum...
Abstract We study two well-known SU(N) chiral gauge theories with fermions in t...
We initiate a search for non-perturbative consistency conditions in M theory. Some non-perturbative ...
We examine in detail the process of resolving 't Hooft anomalies by extending the symmetry of a theo...
We study ’t Hooft anomalies for a global discrete internal symmetry G . We construct examples of bos...
AbstractThe multiplet of superconformal anomalous currents in the case (1,0), d=6 is derived. The su...
The authors show how to extend the `t Hooft anomaly matching conditions to discrete symmetries. They...
The structure of the moduli space of N = l supersymmetric gauge theories is analyzed from an algebra...
An attempt is made at a systematic approach to anomaly matching problem in non-Abelian electric-magn...
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