Pages that link to "Item:Q2346978"

The following pages link to A variant of Pitman's theorem on \((2J_s-R_s,s\geq 0)\) for a general transient Bessel process \(R_{(+)}\) and its implications for the corresponding Ito's measure \(\mathbf n_{(-)}\) (Q2346978):

Displaying 3 items.

• On the joint distribution of the future infimum and its location for a transient Bessel process (Q2781719) (← links)
• On constants related to the choice of the local time at 0, and the corresponding Itô measure for Bessel processes with dimension d = 2(1 − α ), 0 < α < 1 (Q3580734) (← links)
• On functionals of excursions for Bessel processes with negative index (Q4615044) (← links)