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In this paper it is proved that the Black-Scholes implied volatility satisfies a second order non-linear partial … Black-Scholes implied volatility that improves on the existing numerical schemes from literature, both in speed and … parallelizability. We also show that the method is applicable to other problems, such as approximation of implied Bachelier volatility …
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The article describes a global and arbitrage-free parametrization of the eSSVI surfaces introduced by Hendriks and Martini in 2019. A robust calibration of such surfaces has already been proposed by the quantitative research team at Zeliade in 2019, but it is sequential in expiries and lacks of...
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This paper describes a new parametric volatility surface that is arbitrage free, extremely rich and flexible, and has … Stochastic-Volatility Inspired (SVI) surface and demonstrate the advantages of the new methodology …
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