Stochastic Automatic Differentiation - AAD for Monte-Carlo Simulations - MVA Approximation Methods (Presentation Slides from the 14th Quant Finance Conference, Nice)

Christian P. Fries
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Abstract

This first part of this presentation gives an introduction to stochastic automatic differentiation and its application. The second part of the presentation introduces a simple "static hedge" approximation for an SIMM based MVA and compares it with an exact solution (where the exact solution was obtained by the stochastic automatic differentiation).
随机自动微分-蒙特卡罗模拟的AAD - MVA近似方法(来自尼斯第14届量化金融会议的演示幻灯片)
本报告的第一部分介绍了随机自动微分及其应用。本演讲的第二部分介绍了基于SIMM的MVA的简单“静态对冲”近似,并将其与精确解(其中精确解是通过随机自动微分获得的)进行比较。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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