This minisymposium is devoted to homogenization and applications.This theory allows for efficient treatment of PDE's with multiple scales giving an equivale
We give a sharp lower bound to the fundamental frequency of a clamped vibrating plate under compression in the context of plates of different shapes of fixe
Many kinetic equations converge to macroscopic models when the mean free path ε-(?)0.Asymptotic preserving(AP)methods are designed to preserve the asymptot
The displacement of an isotropic plate vibration satisfies a fourth order partial differential equation with a biharmonic operator.In this talk,we will disc
This presentation is dedicated to the derivation of a Schwarz waveform relaxation domain decomposition method using high order pseudodifferential transmissi
For first order differential equations in Banach spaces with densely defined linear Fredholm operator before the derivative and small parameter in nonlinear