The first exit time of a Brownian motion from an unbounded convex domain
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Publication:1394540
DOI10.1214/aop/1048516546zbMath1030.60032OpenAlexW1977927939MaRDI QIDQ1394540
Publication date: 8 February 2004
Published in: The Annals of Probability (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1214/aop/1048516546
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Cites Work
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- First exit time of a random walk from the bounds \(f(n)\pm cg(n)\), with applications
- Exit times from cones in \({\mathbb{R}}^ n\) of Brownian motion
- Boundary crossing of Brownian motion. Its relation to the law of the iterated logarithm and to sequential analysis
- Small deviations of Gaussian process
- Brownian motion with lower class moving boundaries which grow faster than t**(1/2)
- Exit times of Brownian motion, harmonic majorization, and Hardy spaces
- First exist times from moving boundaries for sums of independent random variables
- Probability bounds for first exists through moving boundaries
- Metric entropy and the small ball problem for Gaussian measures
- Small ball probabilities for a Wiener process under weighted sup-norms, with an application to the supremum of Bessel local times
- Brownian motion in cones
- Large time asymptotics for Brownian hitting densities of transient concave curves
- Quadratic functionals and small ball probabilities for the \(m\)-fold integrated Brownian motion
- Approximation, metric entropy and small ball estimates for Gaussian measures
- A normal comparison inequality and its applications
- The first exit time of planar Brownian motion from the interior of a parabola
- A functional LIL for symmetric stable processes.
- Small ball probabilities for Gaussian Markov processes under the \(L_p\)-norm.
- Lower tail probabilities for Gaussian processes.
- Small deviations for Gaussian Markov processes under the sup-norm
- Small ball estimates for Brownian motion under a weighted sup-norm
- Some Theorems Concerning 2-Dimensional Brownian Motion
- The first-passage density of a continuous gaussian process to a general boundary
- One-Sided Boundary Crossing for Processes with Independent Increments
- Brownian first exit from and sojourn over one sided moving boundary and application
- ON ESTIMATES AND THE ASYMPTOTIC BEHAVIOR OF NONEXIT PROBABILITIES OF A WIENER PROCESS TO A MOVING BOUNDARY
- The first-passage density of the Brownian motion process to a curved boundary
- Small Deviations in a Space of Trajectories
- Approximations of boundary crossing probabilities for a Brownian motion
- First Passage times and Sojourn Times for Brownian Motion in Space and the Exact Hausdorff Measure of the Sample Path