Aleksander Weron
Cited by
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Simulation and chaotic behavior of alpha-stable stochastic processes
A Janicki, A Weron
CRC Press, 1993
Inżynieria finansowa
A Weron, R Weron
WNT, Warszawa, 1998
Fractional Brownian motion versus the continuous-time random walk: A simple test for subdiffusive dynamics
M Magdziarz, A Weron, K Burnecki, J Klafter
Physical review letters 103 (18), 180602, 2009
Fractional Fokker-Planck dynamics: Stochastic representation and computer simulation
M Magdziarz, A Weron, K Weron
Physical Review E 75 (1), 016708, 2007
Single-molecule imaging reveals receptor–G protein interactions at cell surface hot spots
T Sungkaworn, ML Jobin, K Burnecki, A Weron, MJ Lohse, D Calebiro
Nature 550 (7677), 543-547, 2017
Competition between subdiffusion and Lévy flights: A Monte Carlo approach
M Magdziarz, A Weron
Physical Review E 75 (5), 056702, 2007
Computer simulation of Lévy á-stable variables and processes
A Weron, R Weron
Chaos—The interplay between stochastic and deterministic behaviour, 379-392, 1995
Universal algorithm for identification of fractional Brownian motion. A case of telomere subdiffusion
K Burnecki, E Kepten, J Janczura, I Bronshtein, Y Garini, A Weron
Biophysical journal 103 (9), 1839-1847, 2012
Equivalence of the fractional Fokker-Planck and subordinated Langevin equations: the case of a time-dependent force
M Magdziarz, A Weron, J Klafter
Physical review letters 101 (21), 210601, 2008
Complete description of all self-similar models driven by Lévy stable noise
A Weron, K Burnecki, S Mercik, K Weron
Physical review E 71 (1), 016113, 2005
Can one see á-stable variables and processes?
A Janicki, A Weron
Statistical Science, 109-126, 1994
Weron R
A Weron
Inżynieria finansowa. Wycena instrumentów pochodnych. Symulacje komputerowe …, 1998
Guidelines for the fitting of anomalous diffusion mean square displacement graphs from single particle tracking experiments
E Kepten, A Weron, G Sikora, K Burnecki, Y Garini
PLoS One 10 (2), e0117722, 2015
Ergodic properties of stationary stable processes
S Cambanis, CD Hardin Jr, A Weron
Stochastic Processes and their Applications 24 (1), 1-18, 1987
Stable processes and measures; a survey
A Weron
Probability Theory on Vector Spaces III, 306-364, 1984
Fractional Lévy stable motion can model subdiffusive dynamics
K Burnecki, A Weron
Physical Review E 82 (2), 021130, 2010
Diffusion and relaxation controlled by tempered á-stable processes
A Stanislavsky, K Weron, A Weron
Physical Review E 78 (5), 051106, 2008
Stable Lévy motion approximation in collective risk theory
H Furrer, Z Michna, A Weron
Insurance: Mathematics and Economics 20 (2), 97-114, 1997
Fractal market hypothesis and two power-laws
A Weron, R Weron
Chaos, Solitons & Fractals 11 (1-3), 289-296, 2000
Modeling of subdiffusion in space-time-dependent force fields beyond the fractional Fokker-Planck equation
A Weron, M Magdziarz, K Weron
Physical Review E 77 (3), 036704, 2008
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