This paper analyses whether realized generalized autoregressive conditional heteroscedasticity (GARCH)models are useful for pricing Nikkei 225 options. This model enables us to estimate simultaneously the dynamics of stock returns using both realized volatility(RV)and daily return data. The analysis also examines whether realized GARCH models using realized kernels(RK)and realized ranges(RR)improve the option-pricing performance. Comparing the empirical results, for call options, EGARCH models perform better ; however, for put options, realized GARCH models with RK without nontrading hour returns perform better than those with RV or RR
This paper applies the Generalized Autoregressive Conditional Heteroscedasticity (GARCH) models to t...
In this paper we aim to test the usefulness of two variants of Generalized Autoregressive Conditiona...
This paper estimated the price of Nikkei 225 Option with the Markov Switching GARCH Model, and evalu...
August 30, 2012This paper analyses whether the realized generalized autoregressive conditional heter...
This work project investigates on the performance of two models using stochastic volatility to price...
January 2013This article examines option pricing performance using realized volatilities with or wit...
There are two dimensions to this paper. The first part aims at investigating two heteroscedastic mod...
Generalized autoregressive conditional heteroskedasticity (GARCH) provides a better ft to futures pr...
This article analyzes whether daily realized volatility, which is the sum of squared intraday return...
In this paper, we apply the ARFIMA-GARCH model to the realized volatility and the continuous sample ...
This article considers modelling nonnormality in return with stable Paretian (SP) innovations in gen...
Empirically the constant volatility model of Black & Scholes (1973) is found to suffer from a nu...
Financial support from the Ministry of Education, Culture, Sports, Science and Technology of the Jap...
Volatility plays a central role in both academic and practical applications, especially in pricing f...
The authors explore the finite sample properties of the generalized autoregressive conditional heter...
This paper applies the Generalized Autoregressive Conditional Heteroscedasticity (GARCH) models to t...
In this paper we aim to test the usefulness of two variants of Generalized Autoregressive Conditiona...
This paper estimated the price of Nikkei 225 Option with the Markov Switching GARCH Model, and evalu...
August 30, 2012This paper analyses whether the realized generalized autoregressive conditional heter...
This work project investigates on the performance of two models using stochastic volatility to price...
January 2013This article examines option pricing performance using realized volatilities with or wit...
There are two dimensions to this paper. The first part aims at investigating two heteroscedastic mod...
Generalized autoregressive conditional heteroskedasticity (GARCH) provides a better ft to futures pr...
This article analyzes whether daily realized volatility, which is the sum of squared intraday return...
In this paper, we apply the ARFIMA-GARCH model to the realized volatility and the continuous sample ...
This article considers modelling nonnormality in return with stable Paretian (SP) innovations in gen...
Empirically the constant volatility model of Black & Scholes (1973) is found to suffer from a nu...
Financial support from the Ministry of Education, Culture, Sports, Science and Technology of the Jap...
Volatility plays a central role in both academic and practical applications, especially in pricing f...
The authors explore the finite sample properties of the generalized autoregressive conditional heter...
This paper applies the Generalized Autoregressive Conditional Heteroscedasticity (GARCH) models to t...
In this paper we aim to test the usefulness of two variants of Generalized Autoregressive Conditiona...
This paper estimated the price of Nikkei 225 Option with the Markov Switching GARCH Model, and evalu...