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A Factorisation of Diffusion Measure and Finite Sample Path Constructions

机译:扩散测度的因式分解和有限样本路径构造

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摘要

In this paper we introduce decompositions of diffusion measure which are used to construct an algorithm for the exact simulation of diffusion sample paths and of diffusion hitting times of smooth boundaries. We consider general classes of scalar time-inhomogeneous diffusions and certain classes of multivariate diffusions. The methodology presented in this paper is based on a novel construction of the Brownian bridge with known range for its extrema, which is of interest on its own right.
机译:在本文中,我们介绍了扩散测度的分解,该分解用于构造一个算法,用于精确模拟扩散样本路径和平滑边界的扩散命中时间。我们考虑标量时间不均匀扩散的一般类别和某些多元扩散类别。本文介绍的方法基于布朗桥的一种新颖构造,其极值范围已知,这本身就很有趣。

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