A New Approach to the Computation of First Passage Time Distribution for Brownian Motion
This thesis consists of two novel contributions to the computation of first passage time distribution for Brownian motion. First, we extend the known formula for boundary crossing probabilities for Brownian motion to the discontinuous piecewise linear boundary. Second, we derive explicit formula for...
Main Author: | Jin, Zhiyong |
---|---|
Other Authors: | Wang, Liqun (Statistics) |
Published: |
2014
|
Subjects: | |
Online Access: | http://hdl.handle.net/1993/23831 |
Similar Items
-
First Passage Times: Integral Equations, Randomization and Analytical Approximations
by: Valov, Angel
Published: (2009) -
First Passage Times: Integral Equations, Randomization and Analytical Approximations
by: Valov, Angel
Published: (2009) -
Linear and non-linear boundary crossing probabilities for Brownian motion and related processes
by: Wu, Tung-Lung Jr
Published: (2012) -
Linear and non-linear boundary crossing probabilities for Brownian motion and related processes
by: Wu, Tung-Lung Jr
Published: (2012) -
The Randomized First-Hitting Problem of Continuously Time-Changed Brownian Motion
by: Mario Abundo
Published: (2018-05-01)