FIRST-ORDER ENTROPIES FOR THE DERRIDA-LEBOWITZ-SPEER-SPOHN EQUATION

When the frequency is 0.05 Hz, it is possible to find parameters values such that the ABCs coming from the 1/ω asymptotic lead to errors close to 27 %, but for other values of

We consider the wave equation in a smooth domain subject to Dirichlet boundary conditions on one part of the boundary and dissipative boundary conditions of memory-delay type on

A search in a pharmacy reference book (Martindale 2005) allowed us to identify European countries where Rheomacrodex° was still available: a drug import company (Idis, London,

Such a resolvent estimate can be achieved from Carleman type estimates for a second-order elliptic operator, taking into account the particular boundary condition used in the

Uffink and Valente (2015) claim that neither the B-G limit, nor the ingoing configurations are responsible for the appearance of irreversibility. Their argu- ments are specific for

We then study the stability of the weak solutions of this model by using an intermedi- ate model, called model problem, which is more simple and practical, to achieve the main

Gaillard, Two parameters wronskian representation of solutions of nonlinear Schr¨odinger equation, eight Peregrine breather and multi-rogue waves, J.. Gaillard, Hierarchy of

Abstract The existence of weak solutions to the continuous coagulation equation with mul- tiple fragmentation is shown for a class of unbounded coagulation and fragmentation