TL;DR
This paper introduces a new variant of the F-theorem and F-maximization principles tailored for (super)conformal boundary conditions in four-dimensional (super)conformal field theories, expanding the theoretical framework for boundary phenomena.
Contribution
It proposes a novel boundary-specific F-maximization principle applicable to 4d (S)CFTs, extending existing boundary conformal field theory methods.
Findings
Formulation of a boundary F-maximization principle
Application to (super)conformal boundary conditions
Theoretical insights into boundary phenomena in 4d (S)CFTs
Abstract
We discuss a variant of the F-theorem and F-maximization principles which applies to (super)conformal boundary conditions of 4d (S)CFTs.
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Taxonomy
TopicsBlack Holes and Theoretical Physics · Tensor decomposition and applications · Elasticity and Material Modeling