A nonlinear elliptic boundary value problem

The paper can be seen as an important preparatory work for two subsequent papers by Tupailo, dealing with a much more involved realizability interpretation of constructive set theory

Key words : arbitrary functions, Dirichlet forms, Euler scheme, Girsanov theorem, mechanical system, Rajchman measure, square field operator, stable convergence, stochastic

On considère l’exemple classique des philosophes avec cinq philosophes et cinq fourchettes. Les composants de l’ECATNet spécifiant ce système sont donnés ci-dessous. - Les

Mildred Hager [5] studied quite general classes of non-self-adjoint h-pseudodifferential operators on the real line with a suit- able random potential added, and she showed that

A number of methods have been proposed so far including the smooth particle hydrodynamics (SHP) method, the diffuse element method (DEM), the element free Galerkin (EFG) method,

However, the Neumann problem with boundary data in the negative Sobolev space ˙ W −1 p (∂ R n+1 + ) was investigated in [66, Sections 4 and 22] in the case of harmonic and

By the symplectic version of the Glazman-Krein-Naimark theorem this amounts to identifying complete Lagrangian subspaces of the trace space of H (curl, D) equipped with a

As a consequence of general results of [10], a positive bounded Hankel operator can have any continuous spectrum of multiplicity ≤ 2 and any set of non- zero eigenvalues of