Interpolation of Orlicz-valued function spaces and U.M.D. property
An entropy-correction free solver for non-homogeneous shallow water equations
In this work we introduce an accurate solver for the Shallow Water Equations with source terms. This scheme does not need any kind of entropy correction to avoid instabilities near critical points. The scheme also solves the non-homogeneous case, in such a way that all equilibria are computed at least with second order accuracy. We perform several tests for relevant flows showing the performance of our scheme.
An entropy-correction free solver for non-homogeneous shallow water equations
In this work we introduce an accurate solver for the Shallow Water Equations with source terms. This scheme does not need any kind of entropy correction to avoid instabilities near critical points. The scheme also solves the non-homogeneous case, in such a way that all equilibria are computed at least with second order accuracy. We perform several tests for relevant flows showing the performance of our scheme.
On the connection between the real and the complex interpolation method for several Banach spaces
On a littlewood-paley theorem and connections between some non-isotropic distributions spaces.
Nilpotent Lie algebras of maximal rank and of Kac-Moody type .
Systémes de base des solutions polynomials concernant une classe d'équations polilinéaires d'ordre supérieur aux operateurs differents, dont certains sont les opérateurs polyvibrants.
Existence, uniqueness, approxiniate solutions construction and errors valuation theorems concerning mixed structure mathematical systems which generalizate the normal functioning of a single nerve equations.
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Problème spectrale concernant l'opérateur de Laplace et les domaines des polyèdres générés par le systéme de racines de type C.
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