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Quantum Simulation Entanglement Theory Quantum Correlations

Smooth Perturbations to Rényi Entropy

DOAJ
Authors: Andrew Buchanan

Year

2025

Paper ID

30370

Status

Peer-reviewed

Abstract Read

~2 min

Abstract Words

106

Citations

N/A

Abstract

Abstract A method is presented for computing the Rényi entropy of a perturbed massless vacuum on the ball via a comparison with lattice field theory. If the perturbed state is Gaussian with smoothly varying correlation functions and the perturbation parameter has units of energy, I show the coefficients for Rényi entropy are analytically computable for all values of the Rényi parameter α in odd dimensions and for integer α in even dimensions. I apply this procedure to compute coefficients for the large distant expansion for the Rényi mutual information of distant balls and the low temperature expansion for the entropy of a thermal field.

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  • Abstract A method is presented for computing the Rényi entropy of a perturbed massless vacuum on the ball via a comparison with lattice field theory.

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