Scaled Brownian motion with random anomalous diffusion exponent

Anomalous diffusion models (subdiffusion, superdiffusion, continuous-time random walks, etc.) (60K50) Nonlinear processes (e.g., (G)-Brownian motion, (G)-Lévy processes) (60G65)

Cites Work

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Analysis. From concepts to applications
First passage time statistics of Brownian motion with purely time dependent drift and diffusion
Discriminating between scaled and fractional Brownian motion via \(p\)-variation statistics
Statistical test for anomalous diffusion based on empirical anomaly measure for Gaussian processes
Lamperti transformation of scaled Brownian motion and related Langevin equations
Multifractional processes with random exponent
Wienersche Spiralen und einige andere interessante Kurven im Hilbertschen Raum.
Superstatistical approach of the anomalous exponent for scaled Brownian motion
On the supremum from Gaussian processes over infinite horizon
Asymptotics of the supremum of scaled Brownian motion
Natural and Modified Forms of Distributed-Order Fractional Diffusion Equations
Bayesian model selection with fractional Brownian motion
Quantifying the non-ergodicity of scaled Brownian motion
Path Properties of Subdiffusion—A Martingale Approach
Simulation of Fractional Brownian Surfaces via Spectral Synthesis on Manifolds
Non-Linear Wavelet Regression and Branch & Bound Optimization for the Full Identification of Bivariate Operator Fractional Brownian Motion
Discriminating Gaussian processes via quadratic form statistics
Time-averaged mean squared displacement ratio test for Gaussian processes with unknown diffusion coefficient
Bayesian inference of scaled versus fractional Brownian motion
A fast estimation algorithm on the Hurst parameter of discrete-time fractional Brownian motion
Fractional Brownian Motions, Fractional Noises and Applications
Brownian motion. An introduction to stochastic processes. With a chapter on simulation by Björn Böttcher
Superstatistics
Stochastic differential equations. An introduction with applications.
Lévy-walk-like Langevin dynamics with random parameters
Modelling intermittent anomalous diffusion with switching fractional Brownian motion
Anomalous non-Gaussian diffusion of scaled Brownian motion in a quenched disorder environment
Fractional Brownian motion with random Hurst exponent: accelerating diffusion and persistence transitions

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