Seminario del 2016

Febbraio
16
2016
Carlos Villegas Blas UNAM Cuernavaca (Messico)
On a limiting eigenvalue distribution theorem for perturbations of the Landau Hamiltonian
fisica matematica
We will show a theorem studying the distribution of eigenvalues in clusters generated by introducing a perturbation V, with apropiated decay at infinity, of the Landau problem in the high energy limit. The result involves averages of V along straight lines, which can be restated as a suitable high energy limit of normalized averages of V along circles (classical orbits of the unperturbed problem). This is joint work with Alexander Pushnitski and Georgi Raikov.
organizzato da: Emanuela Caliceti

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