We solve Skorokhod’s embedding problem for Brownian motion with linear drift (Wt+ κt)t≥0 by means of techniques of stochastic control theory. The search for a stopping time T such that the law of WT + κT coincides with a prescribed law µ possessing the first moment is based on solutions of backward stochastic differential equations of quadratic type. This new approach generalizes an approach by Bass [Bas] of the classical version of Skorokhod’s embedding problem using martingale representation techniques
Thesis (Ph.D.)--University of Washington, 2018In this thesis, we pioneer the use of Skorohod maps in...
We provide a complete characterisation of the Root solution to the Skorokhod embedding problem (SEP)...
We consider the exponential decay rate of the stationary tail probabilities of reflected Brownian mo...
We solve the Skorokhod embedding problem for a class of Gaussian processes including Brownian motion...
desirable Type: Theoretical project with potential for a simulation component Description: The class...
The classical Skorokhod embedding problem for a Brownian motion W asks to find a stopping time τ so ...
AbstractGiven a Brownian motion (Bt)t⩾0 and a general target law μ (not necessarily centered or even...
AbstractA general methodology allowing to solve the Skorokhod stopping problem for positive function...
PARIS-BIUSJ-Thèses (751052125) / SudocPARIS-BIUSJ-Physique recherche (751052113) / SudocSudocFranceF
Abstract. The Skorokhod embedding problem is to represent a given probability as the distribution of...
A general methodology allowing to solve the Skorokhod stopping problem for positive functionals of B...
Integrability of solutions of the Skorokhod embedding problem for diffusions David Hobson* Suppose X...
AbstractWe consider the embedding of a probability distribution in Brownian motion with drift. We fi...
AbstractLet (Xt)t⩾0 be a non-singular (not necessarily recurrent) diffusion on R starting at zero, a...
Given a Brownian motion (B_t)t≥0 and a general target law μ (not necessarily centred o...
Thesis (Ph.D.)--University of Washington, 2018In this thesis, we pioneer the use of Skorohod maps in...
We provide a complete characterisation of the Root solution to the Skorokhod embedding problem (SEP)...
We consider the exponential decay rate of the stationary tail probabilities of reflected Brownian mo...
We solve the Skorokhod embedding problem for a class of Gaussian processes including Brownian motion...
desirable Type: Theoretical project with potential for a simulation component Description: The class...
The classical Skorokhod embedding problem for a Brownian motion W asks to find a stopping time τ so ...
AbstractGiven a Brownian motion (Bt)t⩾0 and a general target law μ (not necessarily centered or even...
AbstractA general methodology allowing to solve the Skorokhod stopping problem for positive function...
PARIS-BIUSJ-Thèses (751052125) / SudocPARIS-BIUSJ-Physique recherche (751052113) / SudocSudocFranceF
Abstract. The Skorokhod embedding problem is to represent a given probability as the distribution of...
A general methodology allowing to solve the Skorokhod stopping problem for positive functionals of B...
Integrability of solutions of the Skorokhod embedding problem for diffusions David Hobson* Suppose X...
AbstractWe consider the embedding of a probability distribution in Brownian motion with drift. We fi...
AbstractLet (Xt)t⩾0 be a non-singular (not necessarily recurrent) diffusion on R starting at zero, a...
Given a Brownian motion (B_t)t≥0 and a general target law μ (not necessarily centred o...
Thesis (Ph.D.)--University of Washington, 2018In this thesis, we pioneer the use of Skorohod maps in...
We provide a complete characterisation of the Root solution to the Skorokhod embedding problem (SEP)...
We consider the exponential decay rate of the stationary tail probabilities of reflected Brownian mo...