http://www.imstat.org/aap/The aim of this article is to provide a scheme for simulating diffusion processes evolving in one-dimensional discontinuous media. This scheme does not rely on smoothing the coefficients that appear in the infinitesimal generator of the diffusion processes, but uses instead an exact description of the behavior of their trajectories when they reach the points of discontinuity. This description is supplied with the local comparison of the trajectories of the diffusion processes with those of a Skew Brownian Motion
scheme for simulating one-dimensional diffusion processes with discontinuous coefficient
We consider the skew diffusion processes and their simulation. This study are divided into four part...
Version 2In this paper, we study the rate of convergence of a symmetrized version of the classical E...
International audienceIn this article, we propose new Monte Carlo techniques for moving a diffusive ...
International audienceIn this note, we provide a simulation algorithm for a diffusion process in a l...
Dans cette thèse on étudie des schémas numériques pour des processus X à coeffcients discontinus. Un...
International audienceWe introduce new Monte Carlo simulation schemes for diffusions in a discontinu...
International audienceWe present several benchmark tests for Monte Carlo methods simulating diffusio...
Dans cette thèse on étudie des schémas numériques pour des processus X à coeffcients discontinus. Un...
International audienceIn this note we propose an exact simulation algorithm for the solution of dX_t...
In this thesis numerical schemes for processes /X/ generated byoperators with discontinuous coeffici...
The study of skew diffusion is of primary concern for their implication in the mod-eling and simulat...
We provide two numerical schemes for the sample paths simulation of skew diffusions with piecewise c...
International audienceWe present a new Monte Carlo algorithm to simulate diffusion processes in pres...
International audienceThis note aims to give a brief account on some recent progress of the simulati...
scheme for simulating one-dimensional diffusion processes with discontinuous coefficient
We consider the skew diffusion processes and their simulation. This study are divided into four part...
Version 2In this paper, we study the rate of convergence of a symmetrized version of the classical E...
International audienceIn this article, we propose new Monte Carlo techniques for moving a diffusive ...
International audienceIn this note, we provide a simulation algorithm for a diffusion process in a l...
Dans cette thèse on étudie des schémas numériques pour des processus X à coeffcients discontinus. Un...
International audienceWe introduce new Monte Carlo simulation schemes for diffusions in a discontinu...
International audienceWe present several benchmark tests for Monte Carlo methods simulating diffusio...
Dans cette thèse on étudie des schémas numériques pour des processus X à coeffcients discontinus. Un...
International audienceIn this note we propose an exact simulation algorithm for the solution of dX_t...
In this thesis numerical schemes for processes /X/ generated byoperators with discontinuous coeffici...
The study of skew diffusion is of primary concern for their implication in the mod-eling and simulat...
We provide two numerical schemes for the sample paths simulation of skew diffusions with piecewise c...
International audienceWe present a new Monte Carlo algorithm to simulate diffusion processes in pres...
International audienceThis note aims to give a brief account on some recent progress of the simulati...
scheme for simulating one-dimensional diffusion processes with discontinuous coefficient
We consider the skew diffusion processes and their simulation. This study are divided into four part...
Version 2In this paper, we study the rate of convergence of a symmetrized version of the classical E...