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Exact two-dimensional superconformal R-symmetry and c-extremization

Francesco Benini, Nikolay Bobev

TL;DR

A general principle, dubbed c extremization, is uncovered, which determines the exact R symmetry of a two-dimensional unitary superconformal field theory with N=(0,2) supersymmetry.

Abstract

We uncover a general principle, dubbed c-extremization, which determines the exact R-symmetry of a two-dimensional unitary superconformal field theory with N=(0,2) supersymmetry. To illustrate its utility, we study superconformal theories obtained by twisted compactifications of four-dimensional N=4 super-Yang-Mills on Riemann surfaces, and construct their gravity duals.

Exact two-dimensional superconformal R-symmetry and c-extremization

TL;DR

A general principle, dubbed c extremization, is uncovered, which determines the exact R symmetry of a two-dimensional unitary superconformal field theory with N=(0,2) supersymmetry.

Abstract

We uncover a general principle, dubbed c-extremization, which determines the exact R-symmetry of a two-dimensional unitary superconformal field theory with N=(0,2) supersymmetry. To illustrate its utility, we study superconformal theories obtained by twisted compactifications of four-dimensional N=4 super-Yang-Mills on Riemann surfaces, and construct their gravity duals.

Paper Structure

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