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Fermion number anomaly with the fluffy mirror fermion

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arxiv 1608.02217 v4 pith:REIKLQ5W submitted 2016-08-07 hep-lat hep-phhep-th

classification hep-lathep-phhep-th
keywords fermionformulationanomalyfluffnumberphysicalchiralfluffy
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Quite recently, Grabowska and Kaplan presented a 4-dimensional lattice formulation of chiral gauge theories based on the chiral overlap operator. We study this formulation from the perspective of the fermion number anomaly and possible associated phenomenology. A simple argument shows that the consistency of the formulation implies that the fermion with the opposite chirality to the physical one, the "fluffy mirror fermion" or "fluff", suffers from the fermion number anomaly in the same magnitude (with the opposite sign) as the physical fermion. This immediately shows that if at least one of the fluff quarks is massless, the formulation provides a simple viable solution to the strong CP problem. Also, if the fluff interacts with gravity essentially in the same way as the physical fermion, the formulation can realize the asymmetric dark matter scenario.

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  1. Lattice Weyl Fermion on a Single Spherical Domain-Wall

    hep-lat 2025-02 conditional novelty 3.0 of 10

    On a spherical domain-wall lattice, a monopole background generates an extra center-localized zero mode with opposite chirality, so the low-energy theory is vector-like rather than chiral.

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