Interface entropy in four dimensions as Calabi's diastasis on the conformal manifold

Published 25 May 2018 in hep-th | (1805.09981v2)

Abstract: We conjecture an equality between (1) the entropy associated with a Janus interface in a 4d N=2 superconformal field theory and (2) Calabi's diastasis, a particular combination of analytically continued Kahler potentials, on the conformal manifold (moduli space) of the 4d theory.

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