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Annals of Mathematical Modeling with Local Volatility Surface by Radial Basis Function Approach
2015
Annals of Pure and Applied Mathematics
unpublished
Some obstacles create vulnerable situations in financial market. Overcome this unexpected situation, it is essential to reform the financial market by measuring the risk of share market. This project investigates the sensitivity of radial basis functions to construct different volatility surface by radial basis function approaches to understand the risk of share market. Different types of radial basis functions on the basis of different error measurement such as average error as well as
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