It is widely accepted that equity return volatility increases more following negative shocks rather than positive shocks. However, much of value-at-risk (VaR) analysis relies on the assumption that returns are normally distributed (a symmetric distribution). This article considers the effect of asymmetries on the evaluation and accuracy of VaR by comparing estimates based on various models
Asymmetric volatility in equity markets has been widely documented in finance (Bekaert and Wu (2000)...
ARCH modelling framework of Engle (1982) and its GARCH generalization of Bollerslev (1986) gave a hu...
Since the seminal work by Engle (1982), the autoregressive conditional heteroscedasticity (ARCH) mod...
There is much evidence in the literature that the volatilities of equity returns show evidence of as...
In this paper we estimate minimum capital risk requirements for short and long positions with three ...
A wide variety of conditional and stochastic variance models has been used to estimate latent volati...
A wide variety of conditional and stochastic variance models has been used to estimate latent volati...
This paper examines volatility asymmetry in a financialmarket using a stochastic volatility framewor...
textabstractA wide variety of conditional and stochastic variance models has been used to estimate l...
This paper explores differences in the impact of equally large positive and negative surprise return...
This paper examines volatility asymmetry in a financial market using a stochastic volatility framewo...
The usual measure of the undiversifiable risk of a portfolio is its beta. Recent research has allowe...
There is widespread evidence that the volatility of stock returns displays an asymmetric response to...
This paper examines the asymmetric response of equity volatility to return shocks. We generalize the...
WOS:000247993000012 (Nº de Acesso Web of Science)Recent studies show that a negative shock in stock ...
Asymmetric volatility in equity markets has been widely documented in finance (Bekaert and Wu (2000)...
ARCH modelling framework of Engle (1982) and its GARCH generalization of Bollerslev (1986) gave a hu...
Since the seminal work by Engle (1982), the autoregressive conditional heteroscedasticity (ARCH) mod...
There is much evidence in the literature that the volatilities of equity returns show evidence of as...
In this paper we estimate minimum capital risk requirements for short and long positions with three ...
A wide variety of conditional and stochastic variance models has been used to estimate latent volati...
A wide variety of conditional and stochastic variance models has been used to estimate latent volati...
This paper examines volatility asymmetry in a financialmarket using a stochastic volatility framewor...
textabstractA wide variety of conditional and stochastic variance models has been used to estimate l...
This paper explores differences in the impact of equally large positive and negative surprise return...
This paper examines volatility asymmetry in a financial market using a stochastic volatility framewo...
The usual measure of the undiversifiable risk of a portfolio is its beta. Recent research has allowe...
There is widespread evidence that the volatility of stock returns displays an asymmetric response to...
This paper examines the asymmetric response of equity volatility to return shocks. We generalize the...
WOS:000247993000012 (Nº de Acesso Web of Science)Recent studies show that a negative shock in stock ...
Asymmetric volatility in equity markets has been widely documented in finance (Bekaert and Wu (2000)...
ARCH modelling framework of Engle (1982) and its GARCH generalization of Bollerslev (1986) gave a hu...
Since the seminal work by Engle (1982), the autoregressive conditional heteroscedasticity (ARCH) mod...