Two well documented empirical regularities in asset markets, leptokurtosis and clustered volatility, are essential for logically consistent and correct financial models as well as exact statistical tests. These regularities also have serious implications for the capital asset pricing model, the option pricing model and the efficient market hypothesis. The GARCH process essentially models time-varying variance or volatility clustering. To determine the exact form of error distribution, and hence the correct probability distribution of stock price changes, this study examined the GARCH model under two distributional assumptions: the normal and the power exponential. The GARCH process was further extended to model factors violating the iid ass...
This paper utilizes Generalized Autoregressive Conditional Heteroscedasticity (GARCH) models to est...
This article shows that the relationship between kurtosis, persistence of shocks to volatility, and ...
Correlation, volatility, and covariance are three important metrics of financial risk. They are key ...
Daily cash price changes are not normally distributed. Their empirical distributions have fat tails ...
The variability and the return on a financial asset on the grounds of historical price data is deter...
In this paper, we study non-linear dynamics in the CAC 40 stock index. Our empirical results, sugges...
In this paper, we study non-linear dynamics in the CAC 40 stock index. Our empirical results, sugges...
This paper applies the Generalized Autoregressive Conditional Heteroscedasticity (GARCH) models to t...
We discuss the empirical importance of long term cyclical effects in the volatility of financial ret...
We discuss the empirical importance of long term cyclical effects in the volatility of financial ret...
The volatility of financial instruments is rarely constant, and usually varies over time. This creat...
Volatility in financial markets has both low and high–frequency components which determine its dynam...
Volatility in financial markets has both low and high–frequency components which determine its dynam...
Volatility in financial markets has both low and high–frequency components which determine its dynam...
Volatility in financial markets has both low and high–frequency components which determine its dynam...
This paper utilizes Generalized Autoregressive Conditional Heteroscedasticity (GARCH) models to est...
This article shows that the relationship between kurtosis, persistence of shocks to volatility, and ...
Correlation, volatility, and covariance are three important metrics of financial risk. They are key ...
Daily cash price changes are not normally distributed. Their empirical distributions have fat tails ...
The variability and the return on a financial asset on the grounds of historical price data is deter...
In this paper, we study non-linear dynamics in the CAC 40 stock index. Our empirical results, sugges...
In this paper, we study non-linear dynamics in the CAC 40 stock index. Our empirical results, sugges...
This paper applies the Generalized Autoregressive Conditional Heteroscedasticity (GARCH) models to t...
We discuss the empirical importance of long term cyclical effects in the volatility of financial ret...
We discuss the empirical importance of long term cyclical effects in the volatility of financial ret...
The volatility of financial instruments is rarely constant, and usually varies over time. This creat...
Volatility in financial markets has both low and high–frequency components which determine its dynam...
Volatility in financial markets has both low and high–frequency components which determine its dynam...
Volatility in financial markets has both low and high–frequency components which determine its dynam...
Volatility in financial markets has both low and high–frequency components which determine its dynam...
This paper utilizes Generalized Autoregressive Conditional Heteroscedasticity (GARCH) models to est...
This article shows that the relationship between kurtosis, persistence of shocks to volatility, and ...
Correlation, volatility, and covariance are three important metrics of financial risk. They are key ...