24/06/2026, 17:00 — 18:00 Europe/Lisbon —
Online
Nathanaël Berestycki, Universität Wien
Massive holomorphicity in near-critical dimers and the Sine Gordon model
We consider the near-critical dimer model on isoradial graphs, with Temperleyan boundary conditions. We show that the centered height function converges as the mesh size tends to zero to a limiting field which agrees with the (electromagnetically tilted) sine-Gordon model at the free fermion point. This answers a longstanding question in the field. A crucial part of the work is to develop a theory of massive holomorphicity both in the continuum and at the discrete level.
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