We show how the Weyl anomaly generated by gauge fields, can be computed from manifestly gauge invariant and diffeomorphism invariant exact renormalization group equations, without having to fix the gauge at any stage. Regularization is provided by covariant higher derivatives and by embedding the Maxwell field into a spontaneously broken U(1|1) supergauge theory. We first provide a realization that leaves behind two versions of the original U(1) gauge field, and then construct a manifestly U(1|1) supergauge invariant flow equation which leaves behind only the original Maxwell field in the spontaneously broken regime.</p
Abstract We present a systematic approach to supersymmetric holographic renormalization for a generi...
The defect operators admitted by a given quantum field theory (QFT) contain crucial information. E.g...
Weyl consistency conditions have been used in unitary relativistic quantum field theory to impose co...
We consider deformations of a conformal field theory that explicitly break some global symmetries of...
A new regularization and renormalization procedure is presented. It is particularly well suited for...
The majority of renormalizable field theories possessing the scale invariance at the classical level...
For scalar field theory, a new generalization of the Exact RG to curved space is proposed, in which ...
A gauge invariant regularisation for dealing with pure Yang-Mills theories within the exact renormal...
The majority of renormalizable field theories possessing the scale invariance at the classical level...
We give a general definition of the conformal anomaly for theories that are not classically Weyl inv...
A manifestly gauge invariant ERG for pure SU(N) Yang-Mills theory is proposed with which to perform ...
We consider matter fields conformally coupled to a background metric and dilaton and describe in det...
We consider N = 1supersymmetric gauge theories in the conformal window. By applying a suitable matte...
In the last decades, Conformal Field Theories (CFTs) have proven to be a very powerful framework in ...
In the last decades, Conformal Field Theories (CFTs) have proven to be a very powerful framework in ...
Abstract We present a systematic approach to supersymmetric holographic renormalization for a generi...
The defect operators admitted by a given quantum field theory (QFT) contain crucial information. E.g...
Weyl consistency conditions have been used in unitary relativistic quantum field theory to impose co...
We consider deformations of a conformal field theory that explicitly break some global symmetries of...
A new regularization and renormalization procedure is presented. It is particularly well suited for...
The majority of renormalizable field theories possessing the scale invariance at the classical level...
For scalar field theory, a new generalization of the Exact RG to curved space is proposed, in which ...
A gauge invariant regularisation for dealing with pure Yang-Mills theories within the exact renormal...
The majority of renormalizable field theories possessing the scale invariance at the classical level...
We give a general definition of the conformal anomaly for theories that are not classically Weyl inv...
A manifestly gauge invariant ERG for pure SU(N) Yang-Mills theory is proposed with which to perform ...
We consider matter fields conformally coupled to a background metric and dilaton and describe in det...
We consider N = 1supersymmetric gauge theories in the conformal window. By applying a suitable matte...
In the last decades, Conformal Field Theories (CFTs) have proven to be a very powerful framework in ...
In the last decades, Conformal Field Theories (CFTs) have proven to be a very powerful framework in ...
Abstract We present a systematic approach to supersymmetric holographic renormalization for a generi...
The defect operators admitted by a given quantum field theory (QFT) contain crucial information. E.g...
Weyl consistency conditions have been used in unitary relativistic quantum field theory to impose co...