Existence of Multidimensional Traveling Waves in the Transport of Reactive Solutes

The main novelty of the current paper is to prove the existence of traveling waves solution for the general DPCM, and to obtain a precise and certified description of the

We will prove the large-time asymptotic orbital stability under regular perturbations of piecewise regular entropic traveling wave solutions under non-degeneracy hypotheses and

We consider the problem of existence and stability of solitary traveling waves for the one dimen- sional discrete non linear Schrödinger equation (DNLS) with cubic nonlinearity,

Traveling-wave tubes 1 (see figure 1) are electronic tubes (a.k.a. vacuum electron devices or thermionic valves) [Faillon 2008, Gilmour 2011] used to amplify radio-waves, and have a

After verifying that the Serre system has dispersive shock waves that are comparable with the full Euler equations, we examine the interactions of simple DSWs starting with the

The present paper has been devoted to develop criteria based on stochastic Lyapunov technique in order to establish sufficient conditions for the existence of invariant

In this note, we provide an innovative and simple approach for proving the existence of a unique solution for multidimensional reflected BSDEs associated to switching problems..

We prove the multidimensional stability of planar traveling waves for scalar nonlocal Allen-Cahn equations using semigroup estimates... Note that with Hypothesis (H2) for the kernel