Head: Kubiś Wiesław Mgr., Ph.D.
Theoretical concept of infinite dimensional analysis and geometry developed in functional analysis and topology is suitable for description of systems with extremely large number state variables. Members of this department focus on fundamental questions of the structure of mathematical objects in spaces created by abstraction of notion orginally defined to describe natural processes. This enables discovering hidden connections between individual elements of the system and helps to design methods for solution of particular problems in applied mathematics.
Research themes
Members
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Ambrozie Calin Grigore
Researcher
Balcar Bohuslav Researcher Bielas Wojciech Postdoc Doležal Martin Postdoc Engliš Miroslav Researcher Fabian Marián Researcher Gogatishvili Amiran Researcher Hájek Petr Researcher Kąkol Jerzy Researcher |
Kolář Jan
Researcher
Kopecká Eva Researcher Kraus Michal Postdoc Kubiś Wiesław Researcher Müller Vladimír Researcher Novotný Matěj Ph.D. student Rákosník Jiří Researcher Šilhavý Miroslav Researcher Walczyńska Marta Ph.D. student |
Former members
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Display colors for members and former members of departments (actual status):
Active member of IM
Archived former member of IM
Active Joining IM
Archived Joining IM
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Cibulka Radek
Ph.D. student
from 2007 2008
d'Alessandro Stefania Ph.D. student from 2013 to 2014 Doubek Martin Ph.D. student from 2007 to 2011 Honzík Petr Researcher from 2007 to 2012 John Kamil Researcher from 1970 to 2012 |
Markl Martin
Researcher
from 1990 2014
Pernecká Eva Ph.D. student from 2012 to 2014 Vršovský Jan Ph.D. student from 2004 to 2010 Zizler Václav Researcher from 2004 to 2012 Zuevsky Alexander Researcher from 2014 2014 |
