Shadow Fields and Local Supersymmetric Gauges
arXiv:hep-th/0603248 · doi:10.1016/j.nuclphysb.2006.07.005
Abstract
To control supersymmetry and gauge invariance in super-Yang-Mills theories we introduce new fields, called shadow fields, which enable us to enlarge the conventional Faddeev-Popov framework and write down a set of useful Slavnov-Taylor identities. These identities allow us to address and answer the issue of the supersymmetric Yang-Mills anomalies, and to perform the conventional renormalization programme in a fully regularization-independent way.
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References in corpus (7)
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Cited by in corpus (19)
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- A note on N=8 counterterms
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- Twisted Superspace
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- Superconformal invariance from N=2 supersymmetry Ward identities
- Supersymmetric renormalization prescription in N = 4 super-Yang--Mills theory
- N=4 Yang--Mills theory as a complexification of the N=2 theory
- One-dimensional structures behind twisted and untwisted superYang-Mills theory
- Anomalies and Supersymmetry
- Four twisted differential operators for the N=4 superconformal algebra
- Supersymmetric Adler-Bardeen anomaly in N=1 super-Yang-Mills theories
- Shadows and Twisted Variables
- Let's Twist Again: N=2 Super Yang Mills Theory Coupled To Matter
- On Stochastic Quantisation of Supersymmetric Theories