An isomorphism is constructed between twisted gauge fields on principal bundle P and standard gauge fields on Q via larger bundle S, with cocycle class correspondence and reinterpretation of dressing fields as dynamic sections.
Invariant Path-Integral Quantization and Anomaly Cancellation
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abstract
We present an invariant relational path-integral quantization framework for general-relativistic gauge field theories based on the Dressing Field Method. The construction implements an automatic anomaly-cancellation mechanism that encompasses Bardeen-Wess-Zumino counterterms. The resulting framework unifies invariant schemes across contexts ranging from electroweak theory to cosmology, and is amenable to lattice implementations, key to high-precision tests in both domains.
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math-ph 1years
2026 1verdicts
UNVERDICTED 1representative citing papers
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How to Untwist Twisted Gauge Fields
An isomorphism is constructed between twisted gauge fields on principal bundle P and standard gauge fields on Q via larger bundle S, with cocycle class correspondence and reinterpretation of dressing fields as dynamic sections.