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Is the multiplicative anomaly dependent on the regularization ?

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arxiv hep-th/9804071 v1 pith:2S4DSG2K submitted 1998-04-09 hep-th

Emilio Elizalde , Antonio Filippi , Luciano Vanzo , Sergio Zerbini This is my paper · ORCID
classification hep-th
keywords regularizationanomalydependentevansmultiplicativeargumentassociatedcase
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In a recent work, T.S. Evans has claimed that the multiplicative anomaly associated with the zeta-function regularization of functional determinants is regularization dependent. We show that, if one makes use of consistent definitions, this is not the case and clarify some points in Evans' argument.

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  1. Gauge Choices, Infrared Pitfalls, and Thermal Effects in Effective Potentials

    hep-th 2025-07 conditional novelty 5.0 of 10

    Including a multiplicative anomaly or using the Heat Kernel method makes the one-loop effective potential in the Fermi gauge independent of the gauge parameter and improves its infrared behaviour, also at finite temperature.

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