Advanced search

Filter By:

Journal Check one or more journals to show results from those journals only.

Choose more journals

Article type Check one or more article types to show results from those article types only.
Subject Check one or more subjects to show results from those subjects only.
Date Choose a date option to show results from those dates only.

Custom date range

Clear all filters
Sort by:
Showing 1–3 of 3 results
Advanced filters: Author: N. Levernier Clear advanced filters

  • An analytical method of determining the mean first-passage time (the time taken by a random walker in confinement to reach a target point) is presented for a Gaussian non-Markovian random walker, thus revealing the importance of memory effects in first-passage statistics.

    • T. Guérin
    • N. Levernier
    • R. Voituriez
    Research
    Nature
    Volume: 534, P: 356-359

  • The persistence of random walker can quantify the kinetics of transport limited reactions and predict the time to reach a target, but is challenging for non-stationary random processes with a large number of degrees of freedom. The authors introduce a method to determine the persistence exponent of random processes with general non-stationary dynamics.

    • N. Levernier
    • T. V. Mendes
    • T. Guérin
    ResearchOpen Access
    Nature Communications
    Volume: 13, P: 1-7

  • The survival probability of a random walker is the probability that a particular target has not been reached by time t. Here the authors produce a formula for the prefactor involved in the expression of the survival probability which is shown to hold for both Markovian and non-Markovian processes.

    • N. Levernier
    • M. Dolgushev
    • T. Guérin
    ResearchOpen Access
    Nature Communications
    Volume: 10, P: 1-7