This article extends the variance ratio test of Lo and MacKinlay (1988) to tests of skewness and kurtosis ratios using the generalized methods of moments. In particular, overlapping observations are used in which dependencies are explicitly modeled to make the tests more powerful and have better size properties. The proposed higher-order ratio tests can be useful in risk management where risk models are estimated using daily data but multiperiod forecasts of tail risks are required for the determination of risk capital. Application of the tests finds significant higher moment dependence in the U.S. stock market returns
In this chapter, we review the literature about the use of third- and fourth-order moments in financ...
Dans cet article, nous proposons des tests sur la forme de la distribution des erreurs dans un modèl...
This study examines the Capital Asset Pricing Model of Sharpe (1964) Lintner (1965) and Black (1972)...
This article extends the variance ratio test of Lo and MacKinlay (1988) to tests of skewness and kur...
The main aim of our research is to investigate how higher order moments of distribution such as syst...
In this study, I show an effect of the statistical fourth moment on stock returns. In the mean-varia...
The sample skewness and kurtosis of macroeconomic and financial time series are routinely scrutinize...
Abstract: For both the academic and the financial communities it is a familiar stylized fact that st...
The assumption of multivariate normality (MVN) underlies many common parametric multivariate statist...
The recent advent of high-frequency data has given rise to the notion of realized skewness and reali...
For both the academic and the financial communities it is a familiar stylized fact that stock market...
On the ground of a highly dynamic economic environment, the necessity for time-varying risk measures...
If we know the statistics of central tendency and dispersion, we still cannot nature a complete desi...
In this paper the out-of-sample prediction of Value-at-Risk by means of models accounting for higher...
Prior studies have found that market (or beta) risk varies asymmetrically over time, increasing duri...
In this chapter, we review the literature about the use of third- and fourth-order moments in financ...
Dans cet article, nous proposons des tests sur la forme de la distribution des erreurs dans un modèl...
This study examines the Capital Asset Pricing Model of Sharpe (1964) Lintner (1965) and Black (1972)...
This article extends the variance ratio test of Lo and MacKinlay (1988) to tests of skewness and kur...
The main aim of our research is to investigate how higher order moments of distribution such as syst...
In this study, I show an effect of the statistical fourth moment on stock returns. In the mean-varia...
The sample skewness and kurtosis of macroeconomic and financial time series are routinely scrutinize...
Abstract: For both the academic and the financial communities it is a familiar stylized fact that st...
The assumption of multivariate normality (MVN) underlies many common parametric multivariate statist...
The recent advent of high-frequency data has given rise to the notion of realized skewness and reali...
For both the academic and the financial communities it is a familiar stylized fact that stock market...
On the ground of a highly dynamic economic environment, the necessity for time-varying risk measures...
If we know the statistics of central tendency and dispersion, we still cannot nature a complete desi...
In this paper the out-of-sample prediction of Value-at-Risk by means of models accounting for higher...
Prior studies have found that market (or beta) risk varies asymmetrically over time, increasing duri...
In this chapter, we review the literature about the use of third- and fourth-order moments in financ...
Dans cet article, nous proposons des tests sur la forme de la distribution des erreurs dans un modèl...
This study examines the Capital Asset Pricing Model of Sharpe (1964) Lintner (1965) and Black (1972)...