Aleksander Weron of Wroclaw University of Science and Technology, Wrocław ( WUT) with expertise in: Biophysics and Probability Theory. Read Details about Aleksander Weron. Homepage: ~weron/. Workplace Access statistics for papers by Aleksander Weron. Last updated. Aleksander Weron is the author of Inżynieria finansowa ( avg rating, 0 ratings, 0 reviews, published ), Probability Theory on Vector Spaces ( a.
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Sign In Join Now. Ergodicity testing for anomalous diffusion: In this paper we attack the challenging problem of modeling subdiffusion with an arbitrary space-time-dependent driving.
Epub Dec Guidelines for the fitting of anomalous diffusion mean square displacement graphs from single particle tracking experiments. Phys Rev E 04 19; From physical linear systems to discrete-time series. We derive general properties of anomalous diffusion and nonexponential relaxation from the theory of tempered -stable processes.
Epub Feb Probability theory on vector spaces III, The tempering results in the existence of all moments of operational … More. The aim of this paper is to demonstrate how the appropriate numerical statistical and computer techniques can be successfully applied to the modeling of some physical systems We propose to use a fast … More.
EconPapers: Aleksander Weron
Universal algorithm for identification of fractional Brownian motion. Epub Jul Krzysztof Burnecki Aleksander Weron.
New articles related to this author’s research. Identifying ergodicity breaking for fractional anomalous diffusion: Davide Calebiro University of Birmingham Verified email at bham.
Details about Aleksander Weron
alelsander Fractional process as a unified model for subdiffusive dynamics in experimental data. A guide for analysis of the sampled experimental data. Their combined citations are counted only for the first article. Ergodicity breaking on the neuronal surface emerges from random switching between diffusive states.
Email address for updates. Single-molecule imaging reveals receptor-G protein interactions at cell surface hot spots.
Universal algorithm for identification of fractional Brownian motion. Fractional Brownian motion versus the continuous-time random walk: Accurately characterizing the anomalous diffusion of a tracer particle has become a central issue in biophysics. Probability theory and related fields 79 1aleksnder, A century after the celebrated Langevin paper [C.
Probability Theory on Vector Spaces IV : S. Cambanis :
Get my own profile Cited by View all All Since Citations h-index 32 22 iindex 72 Overshooting and undershooting subordination scenario for fractional two-power-law relaxation responses. The resulting components completely described by both deterministic kernels and the corresponding … More.
Mathematics and Economics 20 2, New citations to this author. Epub Oct Numerical approach to the fractional Klein-Kramers equation.