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We study here the large-time behaviour of all continuous affine stochastic volatility models [in the sense of Keller-Ressel (Math Finan 21(1):73–98, <CitationRef CitationID="CR14">2011</CitationRef>)] and deduce a closed-form formula for the large-maturity implied volatility smile. We concentrate on (rescaled) strikes around the money,...</citationref>
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different types of solvers, including the analytic solution for the Black-Scholes equation, the COS method for the Heston …
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different types of solvers, including the analytic solution for the Black-Scholes equation, the COS method for the Heston …
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matches the ATM and extreme moneyness structure. As an instance of a symmetric model, we consider uncorrelated Heston: in this …
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