Chargement en cours
You are here : Home » Members

Krisztian BENYO

Chercheur postdoctoral

Postdoctoral researcher

Ecole de Ponts et Chaussées PARISTECH, and EDF R&D

Education

PhD in applied mathematics; University of Bordeaux (2015-2018)

Master 2, Pure and applied mathematics; Université Paris-Est, Marne-la-Vallée (2014-2015)

Mathematics Msc; Eötvös Loránd University, Budapest (Hungary) (2013-2015)

Mathematics BSc, pure mathematics specialization; Eötvös Loránd University, Budapest (Hungary) (2010-2013)

Fields of interest

Coastal and near-shore oceanography, coastal evolution, marine energy, submerged structures;

Mathematical physics, fluid dynamics, fluid-structure interaction, visco-elasticity;

Partial differential equations, water waves problem, Saint-Venant equations, Serre--Green-Naghdi equations, numerical simulations (finite difference and finite volume schemes)

Ongoing research

Multi-layer oceanographic models based on the Serre--Green-Naghdi equations.

Mathematical modeling of sediment transport.

Mathematical analysis of hyperbolic systems, general Riemann problems, Eulerian-Lagrangian transformation, applications to visco-elastic fluid models.

Publications

The incidence of a freely moving bottom on wave propagation ; 2018, ArXiv: 1805.07216

Wave-structure interaction for long wave models with a freely moving object on the bottom ; 2017, ArXiv: 1712.06329

"Scientists among the literati" (Dögészek a filoszterben) [in Hungarian] ; 2014, Budapest, historic review

Stability of uniform-sliding elastic continuum; an attempt to deeper understand the mechanics of earthquakes ; 2012, Tokyo, research report (publié en 2013)

Auxiliary papers

Mathematical analysis of the interaction of an inviscid fluid with immersed structures; 2018, doctoral dissertation (UB, Bordeaux)

Asymptotic behavior of thin layer fluid flows; a mathematical analysis of landslides; 2015, master's thesis (UPEM, Paris)

Self similar solutions of Navier-Stokes type equations; 2015, master's thesis (ELTE, Budapest)

Differential geometry of minimal surfaces (Minimálfelületek differenciálgeometriája) [in Hungarian]; 2013, senior thesis (ELTE, Budapest)

On the topic of some models in population dynamics (Populációdinamikai modellek) [in Hungarian]; 2010, research report (ELTE, Budapest)

En poursuivant votre navigation sur ce site, vous acceptez nos conditions d'utilisation notamment l’utilisation de cookies afin d'améliorer la qualité de vos visites et réaliser des statistiques.
Mentions légales / Politique de confidentialitéX