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Evolution Differential Equations (EDE)

Head: Nečasová Šárka  RNDr., CSc.

Qualitative behaviour of solutions to evolution equations, mathematical models in fluid dynamics and thermomechanics, qualitative properties of solutions to elliptic equations, unilateral problems and variational inequalities and their applications in non-smooth mechanics, biology, plasticity, electromagnetism etc.

 Research themes
  • partial differential equations and mathematical theory of fluid dynamics
  • system of equations describing the fluid flow in a physically realistic setting
    qualitative behaviour of solutions to evolution equations
    thermomechanics modeling
    long time asymptotics
    boundary behaviour
    existence and localization of singularities
    modeling moving bodies surrounded by fluid
  • qualitative methods of mathematical analysis
  • regularity of elliptic equations
    real methods of harmonic analysis
    unilateral problems and variational inequalities
    applications in non-smooth mechanics, biology, plasticity, electromagnetism etc.
 Members  
   Březina  Jan   Ph.D. student
   Feireisl  Eduard   Researcher
   Jarušek  Jiří   Researcher
   Krbec  Miroslav   Researcher
   Krejčí  Pavel   Researcher
   Kreml  Ondřej   Postdoc
   Kučera  Milan   Researcher
   Kufner  Alois   Researcher
   Kurzweil  Jaroslav   Researcher
   Medková  Dagmar   Researcher
   Mesquita  Jaqueline Godoy   Ph.D. student
   Monteiro  Giselle Antunes   Ph.D. student
   Nečasová  Šárka   Researcher
   Neustupa  Jiří   Researcher
   Petzeltová  Hana   Researcher
   Stebel  Jan   Postdoc
   Straškraba  Ivan   Researcher
   Sýkora  Petr   Ph.D. student
   Tvrdý  Milan   Researcher
   Vodák  Rostislav   Ph.D. student
   Vrkoč  Ivo   Researcher

 

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   Deasy  Fergal   Ph.D. student    from 2010 to 2011
   Halas  Zdeněk   Ph.D. student    from 2004 to 2008
   Poul  Lukáš   Ph.D. student    from 2004 to 2012