First-passage times for generalized heterogeneous telegrapher's processes DOI Creative Commons
Trifce Sandev, R. K. Singh, Vicenç Méndez

et al.

Physical review. E, Journal Year: 2025, Volume and Issue: 111(4)

Published: April 7, 2025

We consider two different fractional generalizations of the heterogeneous telegrapher's process with and without stochastic resetting. Both governing equations can be obtained from corresponding standard by using subordination approach. The first-passage time problems are solved analytically for both models finding survival probabilities, densities, mean times. showed that cases there optimal resetting rates which times minimal. present work carries implications toward our understanding anomalous diffusion random search in media. Published American Physical Society 2025

Language: Английский

First-passage times for generalized heterogeneous telegrapher's processes DOI Creative Commons
Trifce Sandev, R. K. Singh, Vicenç Méndez

et al.

Physical review. E, Journal Year: 2025, Volume and Issue: 111(4)

Published: April 7, 2025

We consider two different fractional generalizations of the heterogeneous telegrapher's process with and without stochastic resetting. Both governing equations can be obtained from corresponding standard by using subordination approach. The first-passage time problems are solved analytically for both models finding survival probabilities, densities, mean times. showed that cases there optimal resetting rates which times minimal. present work carries implications toward our understanding anomalous diffusion random search in media. Published American Physical Society 2025

Language: Английский

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