A geometric theory for the L2 - stability of the inverse problem in a 1-D elliptic equation from an H1 - observation

They are related to the same kind of inverse problems of determining a potential, some of them ([10], [13]) with a Dirichlet boundary data and a Neumann measurement and others with

On variational solutions to OCP (21)–(22) and their approximation The question we are going to discuss in this section is about some pathological properties that can be inherited

L’archive ouverte pluridisciplinaire HAL, est destinée au dépôt et à la diffusion de documents scientifiques de niveau recherche, publiés ou non, émanant des

To test whether the vesicular pool of Atat1 promotes the acetyl- ation of -tubulin in MTs, we isolated subcellular fractions from newborn mouse cortices and then assessed

Global Carleman estimates (valid for solutions considered in the whole domain and sat- isfying boundary conditions) were applied to parabolic equations by first time in [18],

Using uniform global Carleman estimates for semi-discrete elliptic and hyperbolic equations, we study Lipschitz and logarithmic stability for the inverse problem of recovering

satisfies the extended social expected-utility hypothesis, ex-ante Pareto indifference, ex-ante binary independence of irrelevant alternatives, ex-ante minimal increasingness,

les donnees qui est un peu faible. L'ecart entre les deux valeurs a donc une signication statistique de 1.7 . Dans un deuxieme temps, nous avons remplace dans la fonction