This paper decomposes volatility proxies according to upward and downward price movements in high-frequency financial data, and uses this decomposition for forecasting volatility. The paper introduces a simple Garch-type discrete time model that incorporates such high-frequency based statistics into a forecast equation for daily volatility. Analysis of S&P 500 index tick data over the years 1988-2006 shows that taking into account the downward movements improves forecast accuracy significantly. The R2 statistic for evaluating daily volatility forecasts attains a value of 0.80, both for in-sample and out-of-sample prediction
In this paper we decompose the realized volatility of the GARCH-RV model into continuous sample path...
Volatility plays a key role in asset and portfolio management and derivatives pricing. As such, accu...
Forecasting volatility models typically rely on either daily or high frequency (HF) data and the cho...
Daily volatility proxies based on intraday data, such as the high-low range and the realized volatil...
Estimation of the parameters of Garch models for financial data is typically based on daily close-to...
Discrete time volatility models typically employ a latent scale factor to represent volatility. High...
Daily volatility proxies based on intraday data, such as the high-low range and the realized volatil...
This paper analyses the forecastability of stock returns monthly volatility. The forecast obtained f...
High frequency data are often used to construct proxies for the daily volatility in discrete time vo...
This paper analyses the forecastability of the EuroStoxx 50 monthly returns volatil- ity. We conside...
Estimation of the parameters of Garch models for financial data is typically based on daily close-to...
Forecasting-volatility models typically rely on either daily or high frequency (HF) data and the cho...
This paper introduces a unified factor overnight GARCH-It\^o model for large volatility matrix estim...
Many ways exist to measure and model financial asset volatility. In principle, as the frequency of t...
Volatility plays a key role in asset and portfolio management and derivatives pricing. As such, accu...
In this paper we decompose the realized volatility of the GARCH-RV model into continuous sample path...
Volatility plays a key role in asset and portfolio management and derivatives pricing. As such, accu...
Forecasting volatility models typically rely on either daily or high frequency (HF) data and the cho...
Daily volatility proxies based on intraday data, such as the high-low range and the realized volatil...
Estimation of the parameters of Garch models for financial data is typically based on daily close-to...
Discrete time volatility models typically employ a latent scale factor to represent volatility. High...
Daily volatility proxies based on intraday data, such as the high-low range and the realized volatil...
This paper analyses the forecastability of stock returns monthly volatility. The forecast obtained f...
High frequency data are often used to construct proxies for the daily volatility in discrete time vo...
This paper analyses the forecastability of the EuroStoxx 50 monthly returns volatil- ity. We conside...
Estimation of the parameters of Garch models for financial data is typically based on daily close-to...
Forecasting-volatility models typically rely on either daily or high frequency (HF) data and the cho...
This paper introduces a unified factor overnight GARCH-It\^o model for large volatility matrix estim...
Many ways exist to measure and model financial asset volatility. In principle, as the frequency of t...
Volatility plays a key role in asset and portfolio management and derivatives pricing. As such, accu...
In this paper we decompose the realized volatility of the GARCH-RV model into continuous sample path...
Volatility plays a key role in asset and portfolio management and derivatives pricing. As such, accu...
Forecasting volatility models typically rely on either daily or high frequency (HF) data and the cho...