On singular limits of relative entropies
Feng Xu

TL;DR
This paper extends a fundamental result connecting singular limits of relative entropies with index in conformal nets, advancing the mathematical understanding of entropy in Conformal Field Theory.
Contribution
It generalizes a key result on singular limits of relative entropies within conformal nets, enriching the theoretical framework of entropy in Conformal Field Theory.
Findings
Generalized the relation between singular limits of relative entropies and index.
Enhanced the mathematical foundation of entropy concepts in Conformal Field Theory.
Provided new tools for analyzing entropy in quantum field theories.
Abstract
In this paper we generalize a key result relating singular limits of certain relative entropies with index in the setting of conformal nets, which has played an important role recently in the mathematical theory of relative entropies in the context of Conformal Field Theory.
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Taxonomy
TopicsMathematical Dynamics and Fractals · Nonlinear Partial Differential Equations · Statistical Mechanics and Entropy
