Reconstruction of local volatility for the binary option model
Yasushi Ota, Shunsuke Kaji
Abstract
Yasushi Ota, Shunsuke Kaji
Abstract
Abstract The aim of this paper is to reconstruct local volatility from market prices of binary options. In the case of the space-dependent volatility, we obtain the stable linearization and the available integral equation to identify local volatility from observable data of binary options. We achieve the reconstruction of local volatility by numerical simulation.
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Abstract The aim of this paper is to reconstruct local volatility from market prices of binary options. In the case of the space-dependent volatility, we obtain the stable linearization and the available integral equation to identify local volatility from observable data of binary options. We achieve the reconstruction of local volatility by numerical simulation.
Key concepts: Local volatility, Volatility (finance), Binary number, Econometrics, Linearization, Implied volatility, SABR volatility model, Volatility swap