Institute of Mathematics of the Academy of Sciences of the Czech Republic

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

Former members

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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