S
Stanislav Burov
Researcher at Bar-Ilan University
Publications - 45
Citations - 2000
Stanislav Burov is an academic researcher from Bar-Ilan University. The author has contributed to research in topics: Random walk & Continuous-time random walk. The author has an hindex of 15, co-authored 41 publications receiving 1701 citations. Previous affiliations of Stanislav Burov include University of Chicago.
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Journal ArticleDOI
Random time-scale invariant diffusion and transport coefficients.
TL;DR: This work investigates this type of ergodicity breaking within the continuous time random walk model and derives the distribution for the fluctuations of the random variable delta2[over], revealing a generalization of the Einstein relation.
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Intracellular transport of insulin granules is a subordinated random walk
S. M. Ali Tabei,Stanislav Burov,Hee Y. Kim,Andrey S. Kuznetsov,Toan Huynh,Justin E. Jureller,Louis H. Philipson,Aaron R. Dinner,Norbert F. Scherer +8 more
TL;DR: The results provide a simple physical picture for how diverse pools of insulin granules and, in turn, biphasic secretion could arise and introduce a subordinated scheme in which particles in cages with random dwell times undergo correlated motions owing to interactions with a fluctuating environment.
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Scaling laws governing stochastic growth and division of single bacterial cells
Srividya Iyer-Biswas,Charles S. Wright,Jonathan T. Henry,Klevin Lo,Stanislav Burov,Yihan Lin,Gavin E. Crooks,Sean Crosson,Aaron R. Dinner,Norbert F. Scherer +9 more
TL;DR: The experimental and theoretical analysis reveals a simple physical principle governing these complex biological processes: a single temperature-dependent scale of cellular time governs the stochastic dynamics of growth and division in balanced growth conditions.
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Aging and nonergodicity beyond the Khinchin theorem.
TL;DR: The ergodic behavior of nonstationary processes in which correlation functions exhibit aging is classified and a possible generalization of Khinchin’s theorem is suggested.
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Distribution of directional change as a signature of complex dynamics
Stanislav Burov,S. M. Ali Tabei,Toan Huynh,Michael P. Murrell,Louis H. Philipson,Stuart A. Rice,Margaret L. Gardel,Norbert F. Scherer,Aaron R. Dinner +8 more
TL;DR: It is shown that the distribution of relative angles of motion between successive time intervals of random walks in two or more dimensions provides information about stochastic processes beyond the mean square displacement.