Il sesto problema di Hilbert e le moderne teorie cinetiche.
In questo contributo si discute qualche problema connesso alla derivazione delle equazioni cinetiche a partire dalla meccanica dei sistemi di particelle.
Improved upper bounds for self-avoiding walks in .
Impurities in the Heisenberg magnet and the general recipe of Weyl.
Inégalités de corrélation sur et dans
Inequality of two critical probabilities for percolation.
Infinite queueing systems with tree structure
We focus on invariant measures of an interacting particle system in the case when the set of sites, on which the particles move, has a structure different from the usually considered set . We have chosen the tree structure with the dynamics that leads to one of the classical particle systems, called the zero range process. The zero range process with the constant speed function corresponds to an infinite system of queues and the arrangement of servers in the tree structure is natural in a number...
Infinite volume asymptotics of the ground state energy in a scaled poissonian potential
Infrared analysis of the tridimensional Gross-Neveu model: pointwise bounds for the effective potential
Integral Quadratic Forms, Kac-Moody Algebras, and Fractional Quantum Hall Effect. An ADE- Classification
Integrals of Motion of Classical Lattice Sine-Gordon System
Interacting brownian particles and Gibbs fields on pathspaces
In this paper, we prove that the laws of interacting brownian particles are characterized as Gibbs fields on pathspace associated to an explicit class of hamiltonian functionals. More generally, we show that a large class of Gibbs fields on pathspace corresponds to brownian diffusions. Some applications to time reversal in the stationary and non stationary case are presented.
Interacting Brownian particles and Gibbs fields on pathspaces
In this paper, we prove that the laws of interacting Brownian particles are characterized as Gibbs fields on pathspace associated to an explicit class of Hamiltonian functionals. More generally, we show that a large class of Gibbs fields on pathspace corresponds to Brownian diffusions. Some applications to time reversal in the stationary and non stationary case are presented.
Interface for one-dimensional random Kac potentials
Interlaced processes on the circle
When two Markov operators commute, it suggests that we can couple two copies of one of the corresponding processes. We explicitly construct a number of couplings of this type for a commuting family of Markov processes on the set of conjugacy classes of the unitary group, using a dynamical rule inspired by the RSK algorithm. Our motivation for doing this is to develop a parallel programme, on the circle, to some recently discovered connections in random matrix theory between reflected and conditioned...
Internal diffusion-limited aggregation on non-amenable graphs.
Intersection probabilities for a chordal SLE path and a semicircle.
Irreversible behaviour of a relativistic gas
Is the fuzzy Potts model gibbsian?