In this talk we give two error estimates on the local discontinuous Galerkin method.One is the local error estimate when the layer boundary exists,and the o
We consider semi-discrete local discontinuous Galerkin methods approximating a one-dimensional model for compressible multiphase flows of Korteweg type.
X-ray tomography recovers an attenuation function f from a set of line integrals of f.Moving objects can be imaged using several pairs of X-ray sources and
In this talk we propose a simple agent based trade model with standard stochastic price fluctuations,in whichtrading events are modelled as kinetic collisio
The existence of compactly supported global minimisers for continuum models of particles interacting through a potential is shown under almost optimal hypot
We consider a Cucker-Smale type system with reaction delays and multiplicative noise and derive conditions for asymptotic synchronization in terms of the al
In the talk we are interested in the reconstruction of a local change in the refractive index at the proximity of a nanoparticle surface.After introducing t