© 2019 Wiley Periodicals, Inc. This model combines two important stylized features of volatility, the rough behavior consistent with a Hurst parameter less than 0.5, and the regime switching property consistent with more long-term economic considerations. It is nevertheless highly tractable in the sense of semianalytic formulae for European options, and permits a partial Monte Carlo method of similar computational speed as the semianalytic formula (at an appropriate number of Monte Carlo simulations). While option prices are relatively insensitive to the choice of Hurst parameter, introducing rough volatility allows for a better fit to the at-the-money skew
The paper extends the option pricing model of Merlon (1973) with lime-varying volatility of the unde...
Options are an important building block of modern financial markets. The theory underlying their val...
The volatility of stock return does not follow the classical Brownian motion, but instead it follows...
2020 Australian Mathematical Society. We combine the rough Heston model and the CIR (Cox-Ingersoll-R...
In this thesis, we study the quadratic rough Heston model and the corresponding simulation methods. ...
This thesis is about pricing European options using a Fourier-based numerical method called the COS ...
The Heston model stands out from the class of stochastic volatility (SV) models mainly for two reaso...
Published online 26 October 2015We construct a Heston-type stochastic volatility model with a Markov...
Since the introduction of rough volatility there have been numerous attempts at combining it with ex...
The rough Heston model is a form of a stochastic Volterra equation, which was proposed to model stoc...
The rough Heston model is a form of a stochastic Volterra equation, which was proposed to model stoc...
Rough Heston model possesses some stylized facts that can be used to describe the stock market, i.e....
In this paper, we consider the pricing of European options under a regime-switching Heston-Cox-Inger...
This article discusses option pricing in a Markov regime-switching model with a random acceleration ...
In this paper, an analytical approximation formula for pricing European options is obtained under a ...
The paper extends the option pricing model of Merlon (1973) with lime-varying volatility of the unde...
Options are an important building block of modern financial markets. The theory underlying their val...
The volatility of stock return does not follow the classical Brownian motion, but instead it follows...
2020 Australian Mathematical Society. We combine the rough Heston model and the CIR (Cox-Ingersoll-R...
In this thesis, we study the quadratic rough Heston model and the corresponding simulation methods. ...
This thesis is about pricing European options using a Fourier-based numerical method called the COS ...
The Heston model stands out from the class of stochastic volatility (SV) models mainly for two reaso...
Published online 26 October 2015We construct a Heston-type stochastic volatility model with a Markov...
Since the introduction of rough volatility there have been numerous attempts at combining it with ex...
The rough Heston model is a form of a stochastic Volterra equation, which was proposed to model stoc...
The rough Heston model is a form of a stochastic Volterra equation, which was proposed to model stoc...
Rough Heston model possesses some stylized facts that can be used to describe the stock market, i.e....
In this paper, we consider the pricing of European options under a regime-switching Heston-Cox-Inger...
This article discusses option pricing in a Markov regime-switching model with a random acceleration ...
In this paper, an analytical approximation formula for pricing European options is obtained under a ...
The paper extends the option pricing model of Merlon (1973) with lime-varying volatility of the unde...
Options are an important building block of modern financial markets. The theory underlying their val...
The volatility of stock return does not follow the classical Brownian motion, but instead it follows...