Point splitting in a curved space-time background. I - Gravitational contribution to the axial anomaly

Physics

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Gravitation Theory, Gravitational Effects, Gravity Anomalies, Points, Space-Time Functions, Perturbation Theory, Quantum Electrodynamics, Theoretical Physics

Scientific paper

A prescription is given for point splitting in a curved space-time background which is a natural generalization of that familiar in quantum electrodynamics and Yang-Mills theory. It is applied (to establish its validity) to the verification of the gravitational anomaly in the divergence of a fermion axial current. Notable features of the prescription are that it defines a point-split current that can be differentiated straightforwardly, and that it involves a natural way of averaging (four-dimensionally) over the directions of point splitting. The method can extend directly from the spin-1/2 fermion case treated to other cases, e.g., to spin-3/2 Rarita-Schwinger fermions.

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