Renyi Entropy of Free (2,0) Tensor Multiplet and its Supersymmetric Counterpart

TL;DR

This paper calculates the Renyi and supersymmetric Renyi entropies for the six-dimensional free (2,0) tensor multiplet, providing a new method for p-form fields and validating previous results.

Contribution

It introduces a canonical approach to compute Renyi entropy for p-form fields in arbitrary dimensions and applies it to the (2,0) tensor multiplet.

Findings

Results are consistent with previous studies on (2,0) tensor multiplet.

Established a general method for p-form fields in d-dimensions.

Validated the computation of supersymmetric Renyi entropy.

Abstract

We compute the Renyi entropy and the supersymmetric Renyi entropy for the six-dimensional free (2,0) tensor multiplet. We make various checks on our results, and they are consistent with the previous results about the (2,0) tensor multiplet. As a by-product, we have established a canonical way to compute the Renyi entropy for p-form fields in d-dimensions.