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Fractional Telegrapher's Equation under Resetting


Fractional Telegrapher's Equation under Resetting - MDPI

2.1. Resetting of FTE-I—The First Possibility ... τ μ D t 2 μ C p 1 f W E ( x , t ) = K ∂ x 2 p 1 f W E ( x , t ) . ... which corresponds to the standard fractional ...

Fractional Telegrapher's Equation under Resetting: Non-Equilibrium ...

We consider two different time fractional telegrapher's equations under stochastic resetting. Using the integral decomposition method, we found the probability ...

Fractional Telegrapher's Equation under Resetting: Non-Equilibrium ...

We consider two different time fractional telegrapher's equations under stochastic resetting. Using the integral decomposition method, ...

(PDF) Fractional Telegrapher's Equation under Resetting

We consider two different time fractional telegrapher's equations under stochastic resetting. Using the integral decomposition method, ...

Fractional Telegrapher's Equation under Resetting: Non-Equilibrium ...

Article on Fractional Telegrapher's Equation under Resetting: Non-Equilibrium Stationary States and First-Passage Times., published in Entropy (Basel, ...

Fractional heterogeneous telegraph processes: Interplay between ...

A relation between the fractional heterogeneous telegrapher's equation and the corresponding Langevin equation has been established in the ...

Fractional heterogeneous telegraph processes

fractional telegrapher's equation (7), in which we introduce a ... Therefore, the heterogeneous telegrapher's models under resetting can be useful ...

Interplay between heterogeneity, memory, and stochastic resetting

Fractional heterogeneous telegraph processes are considered in the framework of telegrapher's equations accompanied by memory effects.

Generalized time-fractional kinetic-type equations with multiple ...

In the last part of the paper we discuss some interesting applications. First of all we consider the time-telegraph equation clearly leading to ...

(PDF) Fractional heterogeneous telegraph processes - ResearchGate

We consider two different time fractional telegrapher's equations under stochastic resetting. Using the integral decomposition method, we ...

[PDF] Stochastic dynamics with multiplicative dichotomic noise ...

Stochastic dynamics with multiplicative dichotomic noise: Heterogeneous telegrapher's equation, anomalous crossovers and resetting · Trifce Sandev, L. Kocarev, + ...

Heterogeneous telegrapher's equation, anomalous crossovers and ...

Several special cases are recovered, as well. We then introduce exponential resetting in the heterogeneous telegrapher's equation in Section 5 and report exact ...

Fractional Diffusion--Telegraph Equations and Their Associated ...

In this work, we have developed a pseudospectral scheme to discretize the space-time fractional diffusion equation with exponential tempering in both space and ...

Fractional heterogeneous telegraph processes: Interplay between ...

Fractional heterogeneous telegraph processes are considered in the framework of telegrapher's equations ... in the presence of stochastic resetting has ...

Fractional telegrapher's equation from fractional persistent random ...

The space-time fractional telegrapher's equation is derived using the formalism of the persistent random walk in continuous time and transitions between ...

Telegrapher's equations - Wikipedia

The resulting frequency domain equations are ordinary differential equations of distance. An advantage of the frequency domain approach is that differential ...

Numerical Solutions of the Telegrapher's Equation

It's not trivial, but here is the code that solves ∂2v∂t2+a∂v∂t+bv=c∂2v∂x2.

Anomalous Random Flights and Time-Fractional Run-and-Tumble ...

We have two relevant outcomes. First of all, this is the first rigorous proof of the relation between the fractional telegraph equation and the ...

arXiv:2310.16926v1 [cond-mat.stat-mech] 25 Oct 2023

In the long-time regime, space and time are decoupled in the memory function, and the time fractional telegrapher's equation is recovered.

Mathematics - Math-Net.Ru

, 8:9 (2024), 512 crossref; Katarzyna Górska, Francisco J. Sevilla, Guillermo Chacón-Acosta, Trifce Sandev, “Fractional Telegrapher's Equation under Resetting: ...