Campi, Luciano; Cetin, Umut; Danilova, Albina - London School of Economics (LSE) - 2013
Given a deterministically time-changed Brownian motion Z starting from 1, whose time-change V(t) satisfies V(t) t for all t 0, we perform an explicit construction of a process X which is Brownian motion in its own filtration and that hits zero for the first time at V(τ), where τ:= inf {t 0:...