Prof. RNDr. Petr Kůrka, CSc.

E-mail: kurka@cts.cuni.cz
Personal website: http://www.cts.cuni.cz/~kurka
Petr Kůrka (1949) graduated in mathematics in 1972. Till 1990 he was at the Center of Biomathematics and developed mathematical models in biology. Later he worked at the Faculty of Mathematics and Physics where he gave courses in logic, information theory and dynamical systems. He has written a monograph and over 40 research articles on complexity of dynamical systems, symbolic dynamics, cellular automata and number systems.
Selected bibliography:
Ajvaz, Michal; Pauknerová, Karolína; Strobachová, Ingrid; Hudík, Marek; Pokorný, Petr; Kůrka, Petr; Trlifajová, Kateřina; Větrovcová, Marie; Velický, Bedřich (2018): Spor o proces a událost,
Pavel Mervart, Červený Kostelec, 2018. ISBN 978-80-74653-17-9.
Kůrka, Petr (2016): Dynamics of Number Systems
Switzerland, Springer. ISBN 978-3-319-33366-3 [detail]
Kůrka, Petr (2014): Exact real arithmetic for interval number systems
Theoretical Computer Science, vol. 542, pp. 32-43
Kůrka, Petr (2012): Stern-Brocot graph in Moebius number systems
NONLINEARITY 25 (1), 57-72
Kůrka, Petr (2012): Fast arithmetical algorithms in Moebius number systems
IEEE Trasactions on Computers, volume 61, No 8, pp. 1097-1109
Kůrka, Petr; Matoušek, Alexander; Velický, Bedřich (2012): Spor o matematizaci světa
Pavel Mervart, Červený Kostelec,2012.ISBN 978-80-7645-012-03. Odkaz na publikaci zde.
Formenti, Enrico; Kůrka, Petr; Zahradník, O. (2010): A search algorithm for subshift attractors of cellular automata
Theory of Computing systems. 46:479-498
Kůrka, Petr; Šizling, Arnošt L.; Rosindell, J. (2010): Analytical evidence for scale-invariance in the shape of species abundance distributions
Mathematical Biosciences, 223:151-159.
Kůrka, Petr; Kazda, Alexander (2010): Moebius number systems based on interval covers
Nonlinearity 23, 1031-1046
Kůrka, Petr (2009): Iterative systems of real Moebius transformations
Discrete and Continuous Dynamical Systems 25/2, 567-574
Kůrka, Petr (2009): Moebius number systems with sofic subshifts
Nonlinearity 22, 437-456
Kůrka, Petr (2009): Topological dynamics of one-dimensional cellular automata
In: Encyclopedia of Complexity and System Sciences (R,.A.Meyers, ed.) Part 20, 9246-9268, Springer-Verlag
Formenti, Enrico; Kůrka, Petr (2007): Subshift attractors of cellular automata
Nonlinearity 20, 105-117
Delvenne, J. CH.; Kůrka, Petr; Blondel, V. D. (2006): Decidability and universality in symbolic dynamical systems
Fundamenta Informaticae 74(4), 463-490