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Method for simulating non-linear stochastic differential equations in R~1

机译:R〜1中非线性随机微分方程的仿真方法

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摘要

Very few specific stochastic differential equations have explicitly known solutions. The most common procedure to obtain a simulated path of a solution is based on a discretization of the stochastic differential equations. However, there are some cases where the discrete-time discretization cannot be used. In this article, we propose a new method to simulate the solution of a non-linear stochastic differential equation, which, in principle, is exempt from error of simulation and can be widely applied including in cases where the discrete-time discretization cannot be used.
机译:很少有特定的随机微分方程具有明确已知的解决方案。获得解的模拟路径的最常见过程是基于随机微分方程的离散化。但是,在某些情况下无法使用离散时间离散化。在本文中,我们提出了一种新的方法来模拟非线性随机微分方程的解,该方法原则上不受模拟误差的影响,并且可以广泛应用,包括在无法使用离散离散的情况下。

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