Path-Integral Measures in Higher-Derivative Gravities
Sinji Hamamoto (Toyama Univ), Makoto Nakamura (Toyama Univ)
TL;DR
This paper introduces a straightforward method to derive path-integral measures in higher-derivative gravity theories, framing them as generalized Lee-Yang terms, which simplifies the quantization process.
Contribution
The paper presents a novel, simple approach to compute path-integral measures in higher-derivative gravities, connecting them to generalized Lee-Yang terms.
Findings
Provides a new method for measure calculation
Simplifies quantization in higher-derivative gravities
Links measures to Lee-Yang terms
Abstract
A simple method of obtaining path-integral measures in higher-derivative gravities is presented. The measures are nothing but the generalized Lee-Yang terms.
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