Add to ORKG‘Normal ’ fluctuation relations: motivation and warm-up Anomalous fluctuation relations: check transient fluctuation relations for correlated Gaussian stochastic dynamics Relations to experiments: glassy dynamics, aging and cell migratio
Anomalous diffusion processes are those whose variances deviate from the usual linear scaling with r...
Chaos and fractal based measurements, such as Detrended Fluctuation Analysis (DFA), have been widely...
Stochastic fractal signals can be characterized by the Hurst coefficient H, which is related to the ...
‘Normal ’ fluctuation relations: motivation and warm-up Anomalous fluctuation relations: check trans...
‘Normal ’ fluctuation relations: motivation and warm-up for ordinary Langevin dynamics Anomalous flu...
‘Normal ’ fluctuation relations: motivation and warm-up Gaussian stochastic dynamics: check transien...
motivation and warm-up Correlated Gaussian dynamics: check TFRs for generalized Langevin dynamics No...
Consider a (classical) particle system evolving from some initial state into a nonequilibrium steady...
Consider a particle system evolving from some initial state into a nonequilibrium steady state. Meas...
Consider a (classical) particle system evolving from some initial state into a nonequilibrium steady...
Abstract. We study Fluctuation Relations (FRs) for dynamics that are anomalous, in the sense that th...
Abstract. We study transient work fluctuation relations (FRs) for Gaussian stochastic systems genera...
How can fluctuations in one-dimensional time series data be characterized and how can detected effec...
<p>The figure only illustrates a linear relation between FR and TRO. Panel A: Switch timing code. In...
Detrended fluctuation analysis (DFA), suitable for the analysis of nonstationary time series, has co...
Anomalous diffusion processes are those whose variances deviate from the usual linear scaling with r...
Chaos and fractal based measurements, such as Detrended Fluctuation Analysis (DFA), have been widely...
Stochastic fractal signals can be characterized by the Hurst coefficient H, which is related to the ...
‘Normal ’ fluctuation relations: motivation and warm-up Anomalous fluctuation relations: check trans...
‘Normal ’ fluctuation relations: motivation and warm-up for ordinary Langevin dynamics Anomalous flu...
‘Normal ’ fluctuation relations: motivation and warm-up Gaussian stochastic dynamics: check transien...
motivation and warm-up Correlated Gaussian dynamics: check TFRs for generalized Langevin dynamics No...
Consider a (classical) particle system evolving from some initial state into a nonequilibrium steady...
Consider a particle system evolving from some initial state into a nonequilibrium steady state. Meas...
Consider a (classical) particle system evolving from some initial state into a nonequilibrium steady...
Abstract. We study Fluctuation Relations (FRs) for dynamics that are anomalous, in the sense that th...
Abstract. We study transient work fluctuation relations (FRs) for Gaussian stochastic systems genera...
How can fluctuations in one-dimensional time series data be characterized and how can detected effec...
<p>The figure only illustrates a linear relation between FR and TRO. Panel A: Switch timing code. In...
Detrended fluctuation analysis (DFA), suitable for the analysis of nonstationary time series, has co...
Anomalous diffusion processes are those whose variances deviate from the usual linear scaling with r...
Chaos and fractal based measurements, such as Detrended Fluctuation Analysis (DFA), have been widely...
Stochastic fractal signals can be characterized by the Hurst coefficient H, which is related to the ...