Elisabeth Mironescu

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The most important part of this work concerns the numerical analysis of the dislocations dynamics. Dislocations are some defects moving in a crystal when exterior stress are applied. Our work focussed essentially on two studies. The first one concerns the numerical and theoretical study of a non-local transport equation ; the second one is a numerical study(More)
We study two types of asymptotic problems whose common feature and difficultyis to exhibit oscillating Dirichlet boundary conditions : the main contribution of this article is to show how to recover the Dirichlet boundary condition for the limiting equation. These two types of problems are (i) periodic homogenization problems for fully nonlinear,(More)
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