Short time diffusion properties of inhomogeneous kinetic equations with fractional collision kernel

clrngStatus clrngCopyOverStreams(size t count, clrngStream* destStreams, const clrngStream* srcStreams);.. Copy (restore) srcStreams over destStreams, and all count

Parabolic equation, fractional Laplacian, Riemann-Liouville fractional integrals and derivatives, local existence, critical exponent, blow-up

In this paper, we derive a stochastic diffusive limit to the random kinetic model (1.1) − (1.2), using the method of perturbed test functions.. This method provides an elegant way

The diffusion approximation for the linear Boltzmann equation has been known for a long time and in very different contexts, such as nuclear engineering (see chapter IX in [23]),

R. This is a continuation of our series of works for the inhomogeneous Boltzmann equation. We study qual- itative properties of classical solutions, precisely, the full

In his writings, Feldenkrais uses a constellation of notions linked together: body image, body schema, self- image, awareness and habits.. Schilder’s book is seminal for it

We propose a Galerkin method for solving time fractional diffusion problems under quite general assumptions.. Our approach relies on the theory of vector

In this study, we use a data (n=160) from a survey to the Finnish software businesses to evaluate how software companies perceive the labour shortage and its implications in the