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- Laboratoire de Mathématiques Blaise PascalFR9 papers
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10 papers · 1 filter
The Kato smoothing effect for Schr{ö}dinger equations with unbounded potentials in exterior domains
Luc Robbiano, Claude Zuily
In this paper we prove the smoothing effect for solutions of Schr{ö}dinger equations with variable coefficients and in a non trapping exterior domain. We allow quadratic potentials…
Ergodic properties of geometrical crystallization processes, I
Y. Davydov, A. Illig
We are interested here in a birth-and-growth process where germs are born according to a Poisson point process with invariant under translation in space intensity measure. The germ…
Sur la dimension de l'espace des orbites d'une grassmannienne sous l'action d'un groupe algébrique
Michael Magen
We are interested in the actions of an algebraic group G over the grassmannians of a finite dimensional K-vector space V (K algebraically closed) deduced from an action of G over V…
Asymptotic Behavior of Partition Functions with Graph Laplacian
Oleksiy Khorunzhiy
We introduce the matrix sums that represent a discrete analog of the matrix models with quartic potential. The probability space is given by the set of all simple n-vertex graphs w…
Asymptotic behavior of random determinants in the Laguerre, Gram and Jacobi ensembles
Alain Rouault
We consider properties of determinants of some random symmetric matrices issued from multivariate statistics: Wishart/Laguerre ensemble (sample covariance matrices), Uniform Gram e…
On minimal affinizations of representations of quantum groups
David Hernandez
In this paper we study minimal affinizations of representations of quantum groups (generalizations of Kirillov-Reshetikhin modules of quantum affine algebras introduced by Chari).…