Abstract
Conformal invariance of critical percolation
Stanislav Smirnov
Université de Genève
For critical site percolation on triangular lattice
in the plane we will discuss a proof of the conformally
invariant Cardy's formula (conformal field theory prediction
for the probabilities of crossings) and construction of
the (conformally invariant) continuum scaling limit.
in the plane we will discuss a proof of the conformally
invariant Cardy's formula (conformal field theory prediction
for the probabilities of crossings) and construction of
the (conformally invariant) continuum scaling limit.
No video available