Candidate degree, Hungarian Academy of Sciences
PhD, Eotvos University, Budapest (Hungary)
Mathematics, Eotvos University, Budapest (Hungary)
Biography / Academic Interests
Probability theory, random walk, Brownian motion, anisotropic walk. local time.
Scholarship / Publications
Strong limit theorems for a simple random walk on the2-dimensional comb. (with E. Csaki, M. Csorgo and P.Revesz) Electronic Journal of Probability. (2009) 14 2371-2390.
We like to walk on the comb. Periodica Mathematica Hungarica (2010) 61.(1-2) 165-181
On the local time of random walk on the two-dimensional comb.
Stochastic Processes and Their Applications. 121 (2011) 1290-1314
(with E. Csaki, M. Csorgo and P.Revesz)
Random walk on half-plane half-comb structure. Annals Math and Inf. 39 (2102) 29-44. (with E. Csaki, M. Csorgo and P.Revesz)
Strong limit theorems for anisotropic random walks on Z^2.
Periodica Math. Hung. (to be published) (with E. Csaki, M. Csorgo and P.Revesz)