Pages that link to "Item:Q1272155"
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The following pages link to An excursion approach to Ray-Knight theorems for perturbed Brownian motion (Q1272155):
Displaying 12 items.
- Weak limits of perturbed random walks and the equation \(Y_ t = B_ t+\alpha\sup\{Y_ s:s \leq t\} + \beta\inf\{Y_ s:s\leq t\}\) (Q674516) (← links)
- Brownian motion and random walk perturbed at extrema (Q1291954) (← links)
- Pathwise uniqueness for perturbed versions of Brownian motion and reflected Brownian motion (Q1291955) (← links)
- Perturbed Brownian motions (Q1362846) (← links)
- An identity in law involving reflecting Brownian motion, derived from generalized arc-sine laws for perturbed Brownian motions (Q1593606) (← links)
- Some calculations for doubly perturbed Brownian motion (Q1613581) (← links)
- Uniform control of local times of spectrally positive stable processes (Q1617136) (← links)
- The SDE solved by local times of a Brownian excursion or bridge derived from the height profile of a random tree or forest (Q1807204) (← links)
- Upper and lower limits of doubly perturbed Brownian motion (Q1978134) (← links)
- Path decompositions of perturbed reflecting Brownian motions (Q2080139) (← links)
- Some extensions of Pitman and Ray-Knight theorems for penalized Brownian motions and their local times, IV (Q3531326) (← links)
- An infinite-dimensional representation of the Ray-Knight theorems (Q6139326) (← links)
