Problèmes combinatoires posés par la physique statistique
Problèmes mathématiques de la théorie quantique des champs
Problemi ellittici nonlineari nella teoria di gauge di Chern-Simons
Progrès récents en calcul stochastique quantique
Projection and covering in a set with orthogonality
Projection postulate and superposition principle in non-lattice quantum logics
Projective structure, and the symplectic Dirac operator
Inspired by the results on symmetries of the symplectic Dirac operator, we realize symplectic spinor fields and the symplectic Dirac operator in the framework of (the double cover of) homogeneous projective structure in two real dimensions. The symmetry group of the homogeneous model of the double cover of projective geometry in two real dimensions is .
Prolongement méromorphe de la matrice de diffusion pour les problèmes à corps à longue portée
Prolongement méromorphe de la matrice de diffusion pour les problèmes à corps à longue portée
Prolongement méromorphe de la matrice de scattering pour des problèmes à deux corps à longue portée
Prolongement méromorphe de la matrice de scattering pour des problèmes à deux corps à longue portée
Proof of a conjecture about atomic and molecular cores related to Scott's correction.
Proof of the ionization conjecture in a reduced Hartree-Fock model.
Propagating edge states for a magnetic Hamiltonian.
Propagation and local-decay properties for long-range scattering of quantum three-body systems
Propagation des mesures de Wigner à travers un croisement de codimension 1 dégénéré
Propagation estimates for Dirac operators and application to scattering theory
In this paper, we prove propagation estimates for a massive Dirac equation in flat spacetime. This allows us to construct the asymptotic velocity operator and to analyse its spectrum. Eventually, using this new information, we are able to obtain complete scattering results; that is to say we prove the existence and the asymptotic completeness of the Dollard modified wave operators.
Propagation estimates for N-body Stark hamiltonians
Propagation of singularities in many-body scattering
Propagation of singularities in many-body scattering in the presence of bound states
In these lecture notes we describe the propagation of singularities of tempered distributional solutions of , where is a many-body hamiltonian , , , and is not a threshold of , under the assumption that the inter-particle (e.g. two-body) interactions are real-valued polyhomogeneous symbols of order (e.g. Coulomb-type with the singularity at the origin removed). Here the term “singularity” provides a microlocal description of the lack of decay at infinity. Our result is then that the...