Klopp, Fr�d�ric - D�partement de Math�matiques, Institut Galil�e, Universit� Paris 13 Nord

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Klopp, Fr�d�ric - D�partement de Math�matiques, Institut Galil�e, Universit� Paris 13 Nord

Rsonances pour des grands systmes ergodiques Universit Paris 13
Resonances for "large" ergodic systems Universite Paris 13
Las matematicas de los sistemas cuanticos desordenados
Ondes en limite semi-classique Universit Paris 13, Villetaneuse, 5-7 Avril 2011
Statistiques spectrales pour des syst`emes aleatoires dans le regime localise
Absolute continuity of the spectrum of a Landau Hamiltonian perturbed by a generic periodic potential
Gaussian exponential sums A. Fedotov1 F. Klopp2
Decorrelation estimates for the eigenlevels of random operators in the localized regime
Spectral statistics for random Hamiltonians in the localized regime
Non monotonous random Schrodinger operators Universite Paris 13
Conception,ralisation:serviceCommunicationEdition-Impression:reprographiecentrale-UniversitParis13-fvrier2011 www.math.univ-paris13.fr
Dans le cadre de la chaire d'excellence attribue Maciej Zworski durant l'anne 2011, le LAGA organise un colloque intitul
Localization for random quantum graphs F. Klopp1 K. Pankrashkin2
Internal Lifshitz tails for the density of surface states of random operators
Lifshitz tails for some random Schrodinger operators or an aspect of random walk in random traps
Asymptotiques de Lifshitz pour des potentiels non signes F. Klopp1 S. Nakamura2
Inverse tunneling estimates and applications to the study of spectral statistics of random operators on the real line
Universal asymptotic ergodicity of the unfolded eigenvalues and localization centers of random
Introduction The results Some ideas from the proof Lyapunov exponents and singular continuous