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Ergodic properties of fractional Brownian-Langevin motion
Weihua Deng
,
Eli Barkai
Department of Physics - at Bar-Ilan University
Bar-Ilan University
Lanzhou University
Research output
:
Contribution to journal
›
Article
›
peer-review
363
Scopus citations
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Keyphrases
Langevin
100%
Ergodic Property
100%
Continuous Time Random Walk Model
100%
Convergence Rate
50%
Divergence
50%
Ensemble Average
50%
Mean Square Displacement
50%
Fractional Brownian Motion
50%
Ergodic Behavior
50%
Ergodicity Breaking
50%
Breaking Parameter
50%
Lag Time
50%
Time Limits
50%
Subdiffusion
50%
Ballistic Limit
50%
Stochastic Trajectory
50%
Hurst Exponent
50%
Measurement Time
50%
Mathematics
Continuous-Time Random Walk
100%
Ergodicity
100%
Critical Point
100%
Random Walk
100%
Mean Square
50%
Time Average
50%
Ensemble Average
50%
Fractional Brownian Motion
50%
Speed Convergence
50%
Stochastics
50%
Hurst-Exponent
50%