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This document discusses the mean first-passage time (FPT) of non-Markovian random walkers in confined spaces, emphasizing the significance of memory effects in their dynamics. It presents a theoretical framework to calculate the mean FPT, demonstrating that the future trajectory of the walker influences the first-passage kinetics. The findings are supported by numerical simulations and extend existing knowledge on FPT in stochastic processes, highlighting the role of confinement and memory in reaction kinet
- Author
- Wei Wang
- Language
- EN