# On the sojourn time of a Generalized Brownian meander

30 Sep 2019 Iafrate Francesco Orsingher Enzo

In this paper we study the sojourn time on the positive half-line up to time $t$ of a drifted Brownian motion with starting point $u$ and subject to the condition that $\min_{ 0\leq z \leq l} B(z)> v$, with $u > v$. This process is a drifted Brownian meander up to time $l$ and then evolves as a free Brownian motion... (read more)

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