A generalized Ito calculus connects individual run-and-tumble paths to their probability equations, yielding new pathwise derivations for resetting, sticky boundaries, entropy, and global-reset populations.
2015 Active brownian particles and run-and- tumble particles: A comparative study
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Stochastic calculus of run-and-tumble motion: an applied perspective
A generalized Ito calculus connects individual run-and-tumble paths to their probability equations, yielding new pathwise derivations for resetting, sticky boundaries, entropy, and global-reset populations.