Menu

Timofey ZAKREVSKIY

Paris

En résumé

Mes compétences :
Mathematical Modeling
Applied mathematics
Physics
Mechanics
Mathematica
Differential equations
Partial derivatives equations
Kinetic models
LaTeX
Euler equations
Fluid dynamics equations
Navier-Stokes equations
Boltzmann equation

Entreprises

  • Exalead - Software Engineer

    Paris 2016 - maintenant
  • Université Paris Est Créteil - Teaching Assistant

    2014 - 2016 Lectures and practical courses for first and second year students. Courses taught: analysis, differential equations, linear algebra.
  • Centre de Mathématiques Laurent Schwartz - PhD Student

    2011 - 2015 In my thesis I study kinetic models. The first main axe of the research is kinetic models for Fermi-Dirac statistics and the corresponding fluid dynamic limits. The second axis is the scattering regime for the Boltzmann equation linearized near global Maxwellian functions.

    The obtained results are published and/or submitted to international peer-reviewed journals.

    The thesis was defended on 02 December 2015 with highest honors.
  • ONERA - Intern

    Palaiseau 2011 - 2011 Investigating analytic properties of mass matrices for a certain type of discontinuous Galerkin methods.
  • Schlumberger - Intern

    Paris 2007 - 2007 Analysis and implementation of finite difference schemes for viscous liquid modelling.

Formations

  • University Paris VI - Pierre Et Marie Curie

    Paris 2010 - 2011 Master diploma, Magna cum laude (mention "très bien")

    The "Numerical Analysis and Partial Derivatives Equations" program.
  • Ecole Polytechnique

    Palaiseau 2007 - 2011 Engineer degree, top 12%

    Engineering course, promotion X2007. Specialization in mathematics, applied mathematics, and mechanics.
  • Novosibirsk State University NSU (Novosibirsk)

    Novosibirsk 2003 - 2010 Master diploma, Summa cum laude

    Fourth year thesis subject "On the numercial criteria of asymtotic stability of zero solutions of linear difference systems with a parameter"​. Published in 2011 in Journal of Computational Technologies (Siberian Branch of Russian Academy of Science).

    Master thesis subject: "On the existence of solutions for boundary problem for linear difference systems in functional spaces lp".

Réseau

Annuaire des membres :