Parameter estimation in Generalized Autoregressive Conditional Heteroscedastic (GARCH) model has received much attention in the literature. Commonly used quasi maximum likelihood estimator (QMLE) may not be suitable if the model is misspecified. Alternatively, we can consider using variance targeting estimator (VTE) as it seems to be a better fit for misspecified initial parameters. This paper extends the application to see how both QMLE and VTE perform under error distribution misspecifications. Data are simulated under two error distribution conditions: one is to have a true normal error distribution and the other is to have a true student-t error distribution with degree of freedom equals to 3. The error distribution assumption that has ...
We establish the strong consistency and the asymptotic normality of the variance-targeting estimato...
This paper develops an asymptotic estimation theory for nonlinear autoregressive models with conditi...
We provide three new results concerning quasi-maximum likelihood (QML) estimators in generalized aut...
Variance targeting estimation is a technique used to alleviate the numerical difficulties en-counter...
Variance targeting estimation is a technique used to alleviate the numerical difficulties encountere...
Estimation of GARCH models can be simplified by augmenting quasi-maximum likelihood (QML) estimation...
The application of the Variance Targeting Estimator (VTE) is considered in GJR-GARCH(1,1) model, und...
The effect of misspecification of correct sampling probability distribution of Generalized Autoregre...
This paper explores the impact of error-term non-normality on the performance of the normal-error Ge...
In setting up the (quasi) maximum likelihood (QML) estimation of the unknown parameters of a GARCH m...
The performance of an autocovariance base estimator (ABE) for GARCH models against that of the maxim...
ABSTRACT. In setting up the (quasi) maximum likelihood (QML) estimation of the unknown parame-ters o...
In this article we show how bias approximations for the quasi maximum likelihood estimators of the p...
The aims of the thesis are to investigate the estimation power and the normality of standardized res...
Generally, in empirical financial studies, the determination of the true conditional variance in GAR...
We establish the strong consistency and the asymptotic normality of the variance-targeting estimato...
This paper develops an asymptotic estimation theory for nonlinear autoregressive models with conditi...
We provide three new results concerning quasi-maximum likelihood (QML) estimators in generalized aut...
Variance targeting estimation is a technique used to alleviate the numerical difficulties en-counter...
Variance targeting estimation is a technique used to alleviate the numerical difficulties encountere...
Estimation of GARCH models can be simplified by augmenting quasi-maximum likelihood (QML) estimation...
The application of the Variance Targeting Estimator (VTE) is considered in GJR-GARCH(1,1) model, und...
The effect of misspecification of correct sampling probability distribution of Generalized Autoregre...
This paper explores the impact of error-term non-normality on the performance of the normal-error Ge...
In setting up the (quasi) maximum likelihood (QML) estimation of the unknown parameters of a GARCH m...
The performance of an autocovariance base estimator (ABE) for GARCH models against that of the maxim...
ABSTRACT. In setting up the (quasi) maximum likelihood (QML) estimation of the unknown parame-ters o...
In this article we show how bias approximations for the quasi maximum likelihood estimators of the p...
The aims of the thesis are to investigate the estimation power and the normality of standardized res...
Generally, in empirical financial studies, the determination of the true conditional variance in GAR...
We establish the strong consistency and the asymptotic normality of the variance-targeting estimato...
This paper develops an asymptotic estimation theory for nonlinear autoregressive models with conditi...
We provide three new results concerning quasi-maximum likelihood (QML) estimators in generalized aut...