Laboratoire de Mathématiques de Reims

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20032010

most citedHypocoercivity and exponential time decay for the linear inhomogeneous relaxation Boltzmann equation

98 citations

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math-ph2006★ 10 cited

A mathematical model for the Fermi weak interactions

Laurent Amour, Benoit Grebert, Jean-Claude Guillot

We consider a mathematical model of the Fermi theory of weak interactions as patterned according to the well-known current-current coupling of quantum electrodynamics. We focuss on…

math.RT2006

$H^{*}$ -algebras and quantization of para-Hermitian spaces

Gerrit van Dijk, Michael Pevzner

In the present note we describe a family of $H^{*}$ -algebra structures on the set $L^{2} (X)$ of square integrable functions on a rank-one para-Hermitian symmetric space $X$ .

math.RT2006

Projective Pseudodifferential Analysis and Harmonic Analysis

Michael Pevzner, André Unterberger

We consider pseudodifferential operators on functions on $R^{n + 1}$ which commute with the Euler operator, and can thus be restricted to spaces of functions homogeneous of some giv…

math.RA2006★ 6 cited

Le groupe des traces de Poisson de la variete quotient h+h*/W en rang 2

Jacques Alev, Loïc Foissy

Let $V$ be a symplectic space over $C$ , $d i m_{C} V = 2 l$ , and let $G$ be a finite subgroup of $S p (V)$ . The invariant regular functions $C [V]^{G}$ inherit a Poi…

A mathematical model for the Fermi weak interactions

H∗-algebras and quantization of para-Hermitian spaces

Projective Pseudodifferential Analysis and Harmonic Analysis

Le groupe des traces de Poisson de la variete quotient h+h*/W en rang 2

$H^{*}$ -algebras and quantization of para-Hermitian spaces