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Accueil du site > Séminaires > Séminaires 2007 > Random wave functions and percolation

Mardi 30/01/2007 - 14H00

Random wave functions and percolation

Eugene Bogomolny (LPTMS, Orsay)

par Didier Poilblanc - 30 janvier 2007

A few year ago it was conjectured that nodal domains of random wave functions can adequately be described by a critical percolation model. In the lecture physical arguments in favor of this conjecture are discussed and its consequences are checked numerically. In particular, it is verified that nodal domains of random wave functions are close to SLE_6 curves. It is also demonstrated that level domains of random wave functions are well described by non-critical percolation.