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Performance Assessment of Large Language Models in Medical Consultation: Comparative Study.
Seo S, Kim K, Yang H.
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On the Infeasability of the Heston Model
SSRN Electronic Journal, 2020Heston (1993) is among the progenitors in the literature regarding option pricing under stochastic volatility. This paper seeks to show that, under his own assumptions, Heston's results are less general than previously believed.
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On Singularities in the Heston Model
SSRN Electronic Journal, 2007In this note we provide characterization of the singularities of the Heston characteristic function. In particular, we show that all the singularities are pure imaginary.
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MODERN LOGARITHMS FOR THE HESTON MODEL [PDF]
We give a simple proof that in applications there is no need to track the branch-cut of the complex logarithm in the Heston model when using the Lewis-Lipton formula in the right way.
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A fractional Heston model with
Stochastics, 2016We present a modification of the classical Heston model, where the volatility process is defined by means of a fractional integration of a diffusion process. Our construction allows us to easily compute a martingale representation for the volatility process.
Yan Yang, Elisa Alòs
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2017
In this chapter we introduce the subject of volatility modelling. Some issues have already been tackled in Kienitz (2014). We start with a short general introduction.
Peter Caspers, Jörg Kienitz
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In this chapter we introduce the subject of volatility modelling. Some issues have already been tackled in Kienitz (2014). We start with a short general introduction.
Peter Caspers, Jörg Kienitz
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COMPLEX LOGARITHMS IN HESTON-LIKE MODELS [PDF]
The characteristic functions of many affine jump-diffusion models, such as Heston's stochastic volatility model and all of its extensions, involve multivalued functions like the complex logarithm. If we restrict the logarithm to its principal branch, as is done in most software packages, the characteristic function can become discontinuous, leading to ...
Roger Lord+2 more
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