Head: Hakl Robert Mgr., Ph.D.
The core research performed in this section in collaboration with several members of the Department of Evolution Differential Equations concerns qualitative properties of ordinary and functional differential equations. Such equations describing development of finite dimensional systems find important applications in biology and physics. The theoretical study of their solutions would help discovering mathematical causalities in real systems including singularities in time and space variables and in discontinuous processes which are modelled by means of the Kurzweil-Henstock integral as well as in terms of equations on time scales. Another important topics is studying methods of optimal control of complex processes.
Research themes
Members
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Godoy Soto José Damián
Postdoc
Hakl Robert Researcher Komenda Jan Researcher Lai Aiwen Postdoc |
Lomtatidze Aleksandre
Researcher
Masopust Tomáš Researcher Mukhigulashvili Sulkhan Researcher Rontó András Researcher |
Former members
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Řehák Pavel
Researcher
from 2001 to 2017
Křižka Libor Postdoc from 2009 2010 Masopust Tomáš Postdoc from 2009 2013 Neuman František Researcher from 1970 2018 Novák Jan Ph.D. student from 2010 2012 Půža Bedřich Researcher from 2002 to 2017 |
Sas Marek
Ph.D. student
from 2013 2015
Šremr Jiří Researcher from 2001 to 2016 Vanžura Jiří Researcher from 1986 to 2019 Vodstrčil Petr Researcher from 2004 2010 Zamora Manuel Ph.D. student from 2010 2013 |
