Extreme lengths in Brownian and Bessel excursions. (English) Zbl 0907.60036
For a Bessel process of dimension \(d\in(0,2)\) the upper and lower function integral criteria are presented for the sum of the \(k\) longest excursion lengths and for any \(k\)th excursion \((k\geq 2)\) as well.
Reviewer: N.Kalinauskaitė (Vilnius)