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Approximation of multiple integrals over hyperboloids with application to a quadratic portfolio with options

机译:双曲面上多个积分的逼近,并应用于带期权的二次组合

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摘要

An application involving a financial quadratic portfolio, where the joint underlying log-returns follow a multivariate elliptic distribution, is considered. This motivates the need for methods for the approximation of multiple integrals over hyperboloids. Transformations are used to reduce the hyperboloid integrals to products of integrals which can be approximated with appropriate numerical methods. The application of these methods is demonstrated using some financial applications examples.
机译:考虑一个涉及金融二次投资组合的应用程序,其中联合基础对数回报遵循多元椭圆分布。这激发了对在双曲面上逼近多个积分的方法的需求。使用转换将双曲面积分还原为可以用适当的数值方法近似的积分乘积。通过一些财务应用示例演示了这些方法的应用。

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