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Browsing School of Biological, Physical, Mathematics & Actuarial Sciences by Subject "Heston’s Model"

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      A Combination of Dividend and Jump Diffusion Process on Heston Model in Deriving Black Scholes Equation 

      Brian, Oduor D. (International Journal of Statistics and Applied Mathematics, 12/10/2021)
      The reality that exists in a stock market situation is that assets do pay dividend to owners of assets or derivative securities. Dupire, Derman and Kani built an option pricing process with a dividend yielding diffusion ...
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      Derivation of Black Scholes Equation Using Heston’s Model with Dividend Yielding Asset 

      Brian, Oduor D. (International Journal of Statistics and Applied Mathematics, 12/5/2021)
      Black Scholes formula is crucial in modern applied finance. Since the introduction of Black – Scholes concept model that assumes volatility is constant; several studies have proposed models that address the shortcomings ...
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      Formulating Black Scholes Equation Using a Jump Diffusion Heston’s Model 

      Brian, Oduor D. (International Journal of Statistics and Applied Mathematics, 12/7/2021)
      In modern financial mathematics, accurate values are obtained by taking into account a considerable number of more realistic assumptions in logistic Black Scholes equation. The aspects considered here are cost of transactions ...

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