Quantum vortices, M2-branes and black holes
arXiv:1908.02470
Abstract
We study the partition functions of BPS vortices and magnetic monopole operators, in gauge theories describing M2-branes. In particular, we explore two closely related methods to study the Cardy limit of the index on . The first method uses the factorization of this index to vortex partition functions, while the second one uses a continuum approximation for the monopole charge sums. Monopole condensation confines most of the degrees of freedom except of them, even in the high temperature deconfined phase. The resulting large free energy statistically accounts for the Bekenstein-Hawking entropy of large BPS black holes in . Our Cardy free energy also suggests a finite version of the degrees of freedom.
arXiv comment53 pages, 4 figures
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