SHADOW LIMIT FOR PARABOLIC-ODE SYSTEMS THROUGH A CUT-OFF ARGUMENT

Key tools are a convergence-stability lemma for hyperbolic-parabolic systems which guarantee that the maximum existence time interval for system (1.1) remains bounded from zero as ε

Such systems of partial differential equations (1.1) notably arise from various applications like nonequilibrium two- temperature gases with fast relaxation of translational

Considering an instant t, large enough, we prove a result in probability showing that the particles are trapped in the neighborhood of well defined points of the lattice depending

Using the spatially resolved irradiance maps provided by the shadow camera system, nowcasted irradiance maps gener- ated by all-sky imager based nowcasting systems can be val-

The linear Boltzmann equation has been derived (globally in time) from the dynamics of a tagged particle in a low density Lorentz gas, meaning that.. • the obstacles are

One quite striking fact about the quasineutral limit is that we shall establish here the existence and unconditional stability of sufficiently accurate approximate solutions

A Tangent May Not Exist The graph of a function f that is continuous at a number a does not have to possess a tangent line at the point A tangent line will not exist whenever the

Theorem 2.24 Suppose f is a continuous real valued function defined on a closed and bounded interval [a, b]..