From continuous time random walks to the fractional fokker-planck equation
about
Inferring diffusion in single live cells at the single-molecule levelConcentration-dependent diffusivity and anomalous diffusion: a magnetic resonance imaging study of water ingress in porous zeolite.Water ingress in Y-type zeolite: anomalous moisture-dependent transport diffusivity.Fluid imbibition in paper fibers: precursor front.Aging and nonergodicity beyond the Khinchin theorem.Meaningful interpretation of subdiffusive measurements in living cells (crowded environment) by fluorescence fluctuation microscopyFluorescence recovery after photobleaching: the case of anomalous diffusionThe roughness of the protein energy landscape results in anomalous diffusion of the polypeptide backbone.Non-Gaussian propagator for elephant random walks.Fractional-time random walk subdiffusion and anomalous transport with finite mean residence times: faster, not slower.Ergodicity testing using an analytical formula for a dynamical functional of alpha-stable autoregressive fractionally integrated moving average processes.A Fractional Order Recovery SIR Model from a Stochastic Process.Numerical solution of diffusive HBV model in a fractional medium.Fluorescence correlation spectroscopy: the case of subdiffusion.INVERSE STABLE SUBORDINATORS.FRACTIONAL DYNAMICS AT MULTIPLE TIMES.Analysis of reaction-diffusion systems with anomalous subdiffusion.All-time dynamics of continuous-time random walks on complex networks.Continuous-time random walks on networks with vertex- and time-dependent forcing.Anomalous Kerr effect relaxation in an alternating field.Green function of the double-fractional Fokker-Planck equation: path integral and stochastic differential equations.dc electric field effect on the anomalous exponent of the hopping conduction in the one-dimensional disorder model.Distance versus energy fluctuations and electron transfer in single protein molecules.Multipoint correlation functions for continuous-time random walk models of anomalous diffusion.Levy diffusion in a force field, huber relaxation kinetics, and nonequilibrium thermodynamics: H theorem for enhanced diffusion with Levy white noiseChain dynamics and power-law distance fluctuations of single-molecule systems.Measuring subdiffusion parameters.Nonlinear subdiffusive fractional equations and the aggregation phenomenon.Turing pattern formation in fractional activator-inhibitor systems.Generalized fractional diffusion equations for subdiffusion in arbitrarily growing domains.Fokker-Planck equation for the non-Markovian Brownian motion in the presence of a magnetic field.Fractional Poisson-Nernst-Planck Model for Ion Channels I: Basic Formulations and Algorithms.Lévy flights in the presence of a point sink of finite strength.Simulation of the kinetics of a sphere attached to a fluctuating polymer: Implications for target search by DNA-binding proteins.Nonlinear inhomogeneous Fokker-Planck equations: Entropy and free-energy time evolution.Diffusion of tagged particle in an exclusion process.Mass transport subject to time-dependent flow with nonuniform sorption in porous media.Random time-scale invariant diffusion and transport coefficients.Simulation of continuous-time random walks by the pruned-enriched method.Distributed-order diffusion equations and multifractality: Models and solutions.
P2860
Q27011418-32E28D4F-5665-4C48-8D67-A5455A3A1D3AQ31032601-A34797F3-CE97-4CB2-949B-A1D0C3135263Q31083631-473074F3-CA50-45AF-A55F-1E5C1E4181AFQ33414311-DAFF7E79-AFBE-46C1-A2D0-10339BE2DD00Q34068039-9E0B2B03-9368-4D75-8852-E5AFD13FDE87Q36640958-4D1791A4-4DB4-4267-B058-88B0681D1F8FQ36678125-58B2CE50-DA24-408B-B886-E1ED6BFCA160Q38269925-E61D65A5-8194-439E-B630-4B6883A9726FQ38696736-D14369C2-CA8D-42CD-B39B-980C681D93A2Q39272945-4D1E223C-601C-48B9-A252-39719F853C06Q39768839-2F58544D-B9C6-4ED7-B8F6-66D6AA20B94EQ39949470-6D91803A-32FA-4E9B-98B5-1E72F4BB96CEQ40548527-49CA7731-CDFA-4E09-8D50-693CD7EEEFD6Q42598213-EBF1E636-D1F6-43E3-9CD4-98EF58B1B652Q42738535-BB2F743D-BE2C-4F13-851B-70C066512124Q43056450-F2713C0F-5879-4EB3-9B61-4B22D38379F6Q43092523-028697B8-1E84-4075-932B-36901C234F46Q43436696-B418D34D-A2CA-49B3-95D3-E0C3FF495592Q45156844-E5F07F44-29FE-4D93-A091-A43519985158Q45294565-02D077F1-413C-4898-A596-6EA5B5A26A48Q45330929-B0B7F698-DE12-453A-9EDB-AAAF2A5ABA47Q45362956-F2924FD7-02C5-4BEB-8AC0-4C8A8A31626EQ45931991-2B0C3666-0852-4257-8871-B5775EEEB556Q46011612-FD3AD607-FB64-4D41-A139-4864FF71C3D7Q46138226-6FCED681-BEA9-485D-9053-99BDAC406100Q46344207-5AE0DC66-AB36-494E-A26E-06B8DADB9378Q46498729-0DF6C15E-FD49-4A9E-91C7-20D0F721A2DAQ46583030-C618627E-9B85-4AAA-84B0-1D2039E58483Q46729738-D480A5B8-8FAC-491D-9DDF-E88640118947Q47559592-FF3FDAD2-1C14-4DD1-BD60-6B011197FA43Q47622137-41BE2B64-04C4-4202-AEB0-1A528D2496E2Q47676893-C89BBD11-1BB1-4358-810D-5A9D00E1958FQ47969595-BDB1EB05-7358-40D7-9803-5FB7A11DDDB8Q48011994-EB3CA6EF-D85F-40EC-83CF-0D33C0B81B1FQ48012372-113A94A1-05DF-4DE2-8B70-F1CFCCCE19ECQ48577230-AED0AD52-C4FA-427E-AD28-905AC678383DQ48821698-61FDFBBF-2680-427D-A0F0-188650DCDDC7Q48874198-F8137E26-A85F-4187-AA6A-B0FF63703E3CQ50670134-1F7E81E7-D659-48D6-8445-5354E6CF816DQ50695356-7152B85B-7784-4D34-9712-D6D0C0702A25
P2860
From continuous time random walks to the fractional fokker-planck equation
description
2000 nî lūn-bûn
@nan
2000年の論文
@ja
2000年学术文章
@wuu
2000年学术文章
@zh
2000年学术文章
@zh-cn
2000年学术文章
@zh-hans
2000年学术文章
@zh-my
2000年学术文章
@zh-sg
2000年學術文章
@yue
2000年學術文章
@zh-hant
name
From continuous time random walks to the fractional fokker-planck equation
@en
From continuous time random walks to the fractional fokker-planck equation
@nl
type
label
From continuous time random walks to the fractional fokker-planck equation
@en
From continuous time random walks to the fractional fokker-planck equation
@nl
prefLabel
From continuous time random walks to the fractional fokker-planck equation
@en
From continuous time random walks to the fractional fokker-planck equation
@nl
P356
P1433
P1476
From continuous time random walks to the fractional fokker-planck equation
@en
P2093
P304
P356
10.1103/PHYSREVE.61.132
P407
P50
P577
2000-01-01T00:00:00Z