Mgr. Lucie Fajfrová, Ph.D.
research assistant

Department:
Department of Stochastic Informatics
Research interests:
Probability theory, interacting particle systems
Biography
Publication list
After receiving her PhD from the Faculty of Mathematics and Physics of Charles University in 2005, she worked for some years as a researcher at UTIA in probability theory, in particular in the field of interacting particle systems.
At present she is employed at UTIA as Co-Editor-in-Chief of Kybernetika.
Journal articles
- Invariant measures of mass migration processes, Electronic Journal of Probability 21 1 (2016), p. 1-52 Download DOI: 10.1214/16-EJP4399 [2016] :
- Infinite queueing system with tree structure, Kybernetika 42 5 (2006), p. 585-604 [2006] :
Other publications
- Estimation of Hopping Rates From Real Traffic Trajectories, Stochastic and Physical Monitoring Systems 2015, p. 47-56 Download [2015] :
- Construction of Mass Migration Process, ÚTIA AV ČR (Praha, 2011) [2011] :
- Generalized Zero Range Process as a Traffic Model, ROBUST 2008, p. 73-80, Eds: Antoch J., Dohnal G. Download [2009] :
- Spectral gap for zero processes on graphs, ÚTIA AV ČR (Praha, 2007) [2007] :
- Applications of the Generalised Rényi Divergences in Testing Hypotheses about Exponential Models I, ÚTIA AV ČR (Praha, 2006) [2006] :
- Testy hypotéz o parametru obecného exponenciálního modelu, Sborník ROBUST 2006, p. 75-82, Eds: Antoch J., Dohnal G. [2006] :
- Equilibrium Behaviour of Zero Range Processes on Binary Tree, ÚTIA AV ČR (Praha, 2005) [2005] :
- Speed of Convergence to Equilibrium of Zero Range Process on a Binary Tree, Sborník prací 13. letní školy JČMF ROBUST 2004, p. 75-85, Eds: Antoch J., Gejza D., JČMF (Praha, 2004) [2004] :
- Equilibrium Behavior of Zero Range Process on Binary Tree, ÚTIA AV ČR (Praha, 2003) [2003] :
- Invariantní rozdělení částicových systémů, ROBUST'2002. Sborník prací dvanácté zimní školy JČMF, p. 107-116, Eds: Antoch J., Dohnal G., Klaschka J., JČMF (Praha, 2002) [2002] :
- Equilibrium Behaviour of Zero Range Processes on Binary Tree. Ph.D. Thesis :