Stochastic, partial and functional differential equations applied to study of dynamical processes in physics, biology and social sciences. Optimal transportation networks. Consensus formation with applications to engineering (swarm robotics).

About

Education Profile

  • 1999-2003 MSc. in Applied Mathematics, Charles U. in Prague
  • 2003-2008 PhD. in Applied Mathematics, U. of Vienna
  • 2008-2009 Postdoc in PDE Analysis, Vienna U. of Technology
  • 2009-2012 Postdoc in PDE Analysis, Johann Radon Institute, Linz
  • 2012-2020 Research Scientist, CEMSE, KAUST
  • 2018 Habilitation (PrivDoc.) in Mathematics, U. of Vienna
  • 2021-present Senior Research Scientist, CEMSE, KAUST