Short-time regularity for dynamic evolution problems in perfect plasticity

Ouhabaz, Maximal regularity for non-autonomous evolution equa- tions governed by forms having less regularity, Arch. Spina, Maximal regularity for non-autonomous Schrödinger

Af- ter having developed a functional framework suited to these complex material tensors (i.e. func- tion spaces, Helmholtz decompositions, Weber inequalities, and compact

- Using the layer potentials theory and the properties of the singular fundamental solution we obtain a regularity theorem in Sobolev spaces for solutions of

Connexionist model for the estimation of short time delaysP. DEMOULIN (Cognitives Sciences Master) F.

The result is based on discretization of time and uniform estimates of solutions of the incremental problems, which generalize the estimates in the static case of perfect

KOSHELEV, About some coercive inequalities for elementary elliptic and parabolic operators. Institut für Angewandte Analysis und Stochastik, preprint

In [SU] the fact that the free boundary touches the fixed boundary tangen- tially leads to a proof that ∂ is C 1 in a neighborhood of the point of contact.. In the current

This paper is concerned with the local regularity of free boundary hyper- surfaces, in n dimensional space, for elliptic and parabolic second order partial differential