Royal Society of Chemistry, Physical Chemistry Chemical Physics, 24(20), p. 16393-16401, 2018
DOI: 10.1039/c8cp02043d
Full text: Unavailable
The first-passage time (FPT),i.e., the moment when a stochastic process reaches a given threshold value for the first time, is a fundamental mathematical concept with immediate applications. We present a robust explicit approach for obtaining the full distribution of FPT to a partially reactive target in a cylindrical-annulus domain.