From Particle Systems to Partial Differential Equations III

From Particle Systems to Partial Differential Equations III

Particle Systems and PDEs III, Braga, Portugal, December 2014

Soares, Ana Jacinta; Goncalves, Patricia

Springer International Publishing AG

05/2018

350

Mole

Inglês

9783319812076

15 a 20 dias

5445

Descrição não disponível.
Convergence of Diffusion-Drift Many Particle Systems in Probability under a Sobolev Norm.- Global asymptotic stability of a general
nonautonomous Cohen-Grossberg model with unbounded ampli?cation functions.- Modelling of systems with a dispersed phase:"measuring" small sets in the presence of elliptic operators.- From market data to agent-based models and stochastic differential equations.- Entropy dissipation estimates for the Landau equation: General cross sections.- Phase transitions and coarse-graining for asystem of particles in the continuum.- Sub-shock formation in reacting gas mixtures.- The gradient ?ow approach to hydrodynamic limits for the simple exclusion process.- The gradient ?ow approach to hydrodynamic limits for the simple exclusion process.- Hydrodynamic limit of quantum random walks.- Derivation of the Boltzmann equation: hard spheres, short-range potentials and beyond.- Duality relations for the periodic ASEP conditioned ona low current.- Asymptotics for FBSDES with Jumps and Connections with Partial Integral Differential Equations.- The Boltzmann Equation over RD: Dispersion vs Dissipation.
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interacting particle systems;kinetic theory;modeling;ordinary differential equations;partial differential equations;stochastic analysis