Affiliation:
1. French National Centre for Scientific Research
2. Laboratory of Theoretical and High Energy Physics
3. CEA Saclay
4. University of Paris-Saclay
Abstract
We study four-point functions of critical percolation in two
dimensions, and more generally of the Potts model. We propose an exact
ansatz for the spectrum: an infinite, discrete and non-diagonal
combination of representations of the Virasoro algebra. Based on this
ansatz, we compute four-point functions using a numerical conformal
bootstrap approach. The results agree with Monte-Carlo computations of
connectivities of random clusters.
Subject
General Physics and Astronomy
Cited by
41 articles.
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