Oscillations, Foliations and Burger Laws - Houbad, Mekki
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In this work, we construct large amplitude oscillating waves which are local solutions on some open domain of time space of both the three dimensional Burger equations and the incompressible Euler equation. The solutions are mainly characterised by the fact that the corresponding jacobin matrix are nilpotent. our approach consists in performing some nonusual WKB analysis. The main difficulty is to understand what is the geometry of the phases brought into play.

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Produktbeschreibung
In this work, we construct large amplitude oscillating waves which are local solutions on some open domain of time space of both the three dimensional Burger equations and the incompressible Euler equation. The solutions are mainly characterised by the fact that the corresponding jacobin matrix are nilpotent. our approach consists in performing some nonusual WKB analysis. The main difficulty is to understand what is the geometry of the phases brought into play.
Autorenporträt
Mekki HOUBAD PhD thesis in mathematics from the University of Rennes 1 (France) and conference master at the University of Tlemcen (Algeria).Working on the burger multidimentionelle system and mathematical models of fluid mechanics.Motivated by the development of applications for linux and mac os (Tow applications: Py2Bin and ElRey).