Renormalization group flow equations from the 4PI equations of motion (1312.1515v1)

Published 5 Dec 2013 in hep-th

Abstract: The 4PI effective action provides a a hierarchy of integral equations which have the form of Bethe-Salpeter equations. The vertex functions obtained from these equations can be used to truncate the exact renormalization group flow equations. This truncation has the property that the flow is a total derivative with respect to the flow parameter and is equivalent to solving the nPI equations of motion. This result establishes a direct connection between two non-perturbative methods.

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Authors (1)

M. E. Carrington

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