Results 281 to 290 of about 88,425 (316)
Diffusion Properties of Small-Scale Fractional Transport Models. [PDF]
J Stat PhysCifani P, Flandoli F.
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Is it Brownian or fractional Brownian motion?
Economics Letters, 2016zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Li, Meiyu, Gençay, Ramazan, Xue, Yi
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Physics Today, 2002
Thermal motion combined with input energy gives rise to a channeling of chance that can be used to exercise control over microscopic systems.
Astumian, R. Dean, Hänggi, Peter
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Thermal motion combined with input energy gives rise to a channeling of chance that can be used to exercise control over microscopic systems.
Astumian, R. Dean, Hänggi, Peter
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ACM Journal on Emerging Technologies in Computing Systems, 2013
Random fluctuations will be a major factor interfering with the operation of nanometer scale electronic devices. This article presents circuit architectures that can exploit such fluctuations, if signals have a particle-like (discrete, token-based) character.
Ferdinand Peper +4 more
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Random fluctuations will be a major factor interfering with the operation of nanometer scale electronic devices. This article presents circuit architectures that can exploit such fluctuations, if signals have a particle-like (discrete, token-based) character.
Ferdinand Peper +4 more
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Brownian Motion of an Ellipsoid
Science, 2006We studied the Brownian motion of isolated ellipsoidal particles in water confined to two dimensions and elucidated the effects of coupling between rotational and translational motion. By using digital video microscopy, we quantified the crossover from short-time anisotropic to long-time isotropic diffusion and directly measured probability ...
Han, Yilong +5 more
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On the Inverses of Brownian and Brownian-Like Matrices
Mathematical Notes, 2004In several papers by F. Valvi, sufficient conditions are given for Brownian and Brownian-like matrices to have Hessenberg inverses. We interpret these conditions from the viewpoint of familiar facts related to matrices of small triangular rank. This allows us to formulate more general assertions on the Hessenberg property of the inverse.
Kh. D. Ikramov, A. A. Chesnokov
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Brownian Motion Confined in a Brownian Surface
JPSJ News and Comments, 2020A researcher has developed a new theory to describe the Brownian motion of a small object that is confined in a fluctuating random surface, such as a biological membrane.
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A Continuous Super-Brownian Motion in a Super-Brownian Medium
Journal of Theoretical Probability, 1997Preprint: Weierstraß-Institut für Angewandte Analysis und Stochastik, vol ...
Dawson, Donald A., Fleischmann, Klaus
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Brownian hareketi ve brownian yüzeyler
2021The aim of this study is to make an investigation about Brownian motion.At first, Brownian motion process and Brown function (the record) are explained inthis study. Then ?random walk in one dimension? depended parameters t (the time)and δ (the step-length) is defined and made a scaling property analysis related tothis process.
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