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首页> 外文期刊>Journal of Interpolation and Approximation in Scientific Computing >A Collocation Method by Moving Least Squares Applicable to European Option Pricing
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A Collocation Method by Moving Least Squares Applicable to European Option Pricing

机译:移动最小二乘的配置方法适用于欧洲期权定价

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The subject matter of the present inquiry is the pricing of European options in the actual form of numbers. To assess the numerical prices of European options, a scheme independent of any kind of mesh but rather powered by moving least squares (MLS) estimation is made. In practical terms, first the discretion of time variable is implemented and then, an MLS-powered method is applied for spatial approximation. As, unlike other methods, these courses of action mentioned here don't rely on a mesh, one can firmly claim they are to be categorized under mesh-less methods. And, of course, at the end of the paper, various experiments are offered to prove how efficient and how powerful the introduced approach is.
机译:本询价的主题是以实际数字形式对欧洲期权进行定价。为了评估欧洲期权的价格,制定了一种方案,该方案独立于任何类型的网格,而是通过移动最小二乘(MLS)估计来支持。实际上,首先实现时间变量的自由度,然后将MLS支持的方法应用于空间逼近。由于与其他方法不同,此处提到的这些操作过程并不依赖于网格,因此可以肯定地说,它们应归类为无网格方法。并且,当然,在本文结尾处,提供了各种实验来证明所引入方法的效率和功能。

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