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P. Lambert, S. Laurent
Modelling financial time series using GARCH‐type models and a skewed student density
G. Gettinby, C. Sinclair, D. Power, Richard Brown (2004)
An Analysis of the Distribution of Extreme Share Returns in the UK from 1975 to 2000Wiley-Blackwell: Journal of Business Finance & Accounting
C. Fernández, M. Steel (1998)
On Bayesian Modelling of Fat Tails and SkewnessEconometrics eJournal
Shaun Bond, S. Satchell (2000)
Asymmetry and downside risk in foreign exchange marketsThe European Journal of Finance, 12
C. Jarque, Anil Bera (1987)
A test for normality of observations and regression residualsInternational Statistical Review, 55
M. Rockinger (2001)
Testing for Differences in the Tails of Stock-Market ReturnsCapital Markets: Market Efficiency eJournal
R. Engle (1982)
Autoregressive conditional heteroscedasticity with estimates of the variance of United Kingdom inflationEconometrica, 50
G. Bekaert, Campbell Harvey (1995)
Emerging Equity Market VolatilityInternational Finance
A. Maghyereh, Haitham Al-Zoubi (2006)
Value‐at‐risk under extreme values: the relative performance in MENA emerging stock marketsInternational Journal of Managerial Finance, 2
E. Fama, Richard Roll (1971)
Parameter Estimates for Symmetric Stable DistributionsJournal of the American Statistical Association, 66
Salih Neftçi (2000)
Value at Risk Calculations, Extreme Events, and Tail Estimation, 7
A. McNeil, R. Frey (2000)
Estimation of tail-related risk measures for heteroscedastic financial time series: an extreme value approachJournal of Empirical Finance, 7
R.F. Engle
Autoregressive conditional heteroskedasticity with estimates of the variance of U.K inflation
R. Baillie, T. Bollerslev, H. Mikkelsen (1996)
Fractionally integrated generalized autoregressive conditional heteroskedasticityJournal of Econometrics, 74
F. Palm, Peter Vlaar (1997)
Simple diagnostic procedures for modeling financial time series, 81
Zhuanxin Ding, C. Granger, R. Engle (1993)
A long memory property of stock market returns and a new model
P. Lambert, S. Laurent (2001)
Modelling financial time series using GARCH-type models with a skewed student distribution for the innovations
Sarah Lauridsen (2000)
Estimation of Value at Risk by Extreme Value MethodsExtremes, 3
E. Kočenda (2001)
AN ALTERNATIVE TO THE BDS TEST: INTEGRATION ACROSS THE CORRELATION INTEGRALEconometric Reviews, 20
B. Fielitz (1976)
Further Results on Asymmetric Stable Distributions of Stock Price ChancesJournal of Financial and Quantitative Analysis, 11
F.M. Longin
From value at risk to stress testing: the extreme value approach
Evžen Ko�?enda, Ľuboš Briatka (2004)
Advancing the Iid Test Based on Integration Across the Correlation Integral: Ranges, Competition, and Power
H. Iemoto (1986)
Modelling the persistence of conditional variancesEconometric Reviews, 5
Daniel Nelson (1991)
CONDITIONAL HETEROSKEDASTICITY IN ASSET RETURNS: A NEW APPROACHEconometrica, 59
B. Mandelbrot (1963)
The Variation of Certain Speculative PricesThe Journal of Business, 36
Jón Dańıelsson, C. Vries (2000)
Value-at-Risk and Extreme ReturnsAnnals of economics and statistics
F. Longin (2005)
The choice of the distribution of asset returns: How extreme value theory can help?Journal of Banking and Finance, 29
C.F. Chung
Estimating the fractionally integrated GARCH model
Terry Marsh, N. Wagner (2003)
Measuring Tail Thickness Under GARCH and an Application to Extreme Exchange Rate ChangesRisk Management eJournal
A. Assaf (2006)
Extreme Observations in the MENA Stock Markets and Their Implication for VAR MeasuresTopics in Middle Eastern andNorth African Economies, 8
Akhtar Siddique, Campbell Harvey (1999)
Autoregressive Conditional SkewnessJournal of Financial and Quantitative Analysis, 34
Alan Tucker (1992)
A Reexamination of Finite- and Infinite-Variance Distributions as Models of Daily Stock ReturnsJournal of Business & Economic Statistics, 10
T. Bollerslev, H. Mikkelsen (1996)
MODELING AND PRICING LONG- MEMORY IN STOCK MARKET VOLATILITYJournal of Econometrics, 73
F. Longin (1996)
The Asymptotic Distribution of Extreme Stock Market ReturnsThe Journal of Business, 69
E. Fama (1963)
Mandelbrot and the Stable Paretian HypothesisThe Journal of Business, 36
J. Campbell, Ludger Hentschel (1991)
No News is Good News: An Asymmetric Model of Changing Volatility in Stock ReturnsEconometrics eJournal
Konstantinos Tolikas, Richard Brown (2006)
The distribution of the extreme daily share returns in the Athens stock exchangeThe European Journal of Finance, 12
L. Glosten, R. Jagannathan, D. Runkle (1993)
On the Relation between the Expected Value and the Volatility of the Nominal Excess Return on StocksJournal of Finance, 48
T. Lux (2000)
On moment condition failure in German stock returns: an application of recent advances in extreme value statisticsEmpirical Economics, 25
F. Longin (2000)
From value at risk to stress testing : The extreme value approach Franc ß ois
J. Davidson
Moment and memory properties of linear conditional heteroscedasticity models
T. Lux (1998)
The limiting extremal behaviour of speculative returns: an analysis of intra-daily data from the Frankfurt Stock ExchangeApplied Financial Economics, 11
Richard Harris, C. Kucukozmen (2001)
The Empirical Distribution of UK and US Stock ReturnsJournal of Business Finance & Accounting, 28
P. Embrechts, C. Kluppelberg, T. Mikosch
Modeling Extremal Events
B. Mandelbrot (2010)
Fractals and Scaling In Finance: Discontinuity, Concentration, RiskPhysics Today, 51
J. Davidson (2004)
Moment and Memory Properties of Linear Conditional Heteroscedasticity Models, and a New ModelJournal of Business & Economic Statistics, 22
R. Gencay, F. Selçuk (2004)
Extreme value theory and Value-at-Risk: Relative performance in emerging marketsInternational Journal of Forecasting, 20
L. Bauwens, S. Laurent (2002)
A New Class of Multivariate Skew Densities, with Application to GARCH ModelsRisk Management
S. Laurent, J‐P. Peters
A tutorial for G@RCH 2.3, a complete Ox Package for estimating and forecasting ARCH models
W. Brock, W. Dechert, B. LeBaron, J. Scheinkman (1996)
A test for independence based on the correlation dimensionEconometric Reviews, 15
Stanley Kon (1984)
Models of Stock Returns—A ComparisonJournal of Finance, 39
Robert Blattberg, Nicholas Gonedes (1974)
A Comparison of the Stable and Student Distributions as Statistical Models for Stock Prices: ReplyThe Journal of Business, 50
Y. Tse (1998)
The conditional heteroscedasticity of the yen-dollar exchange rateJournal of Applied Econometrics, 13
R. Gencay, F. Selçuk, Abdurrahman Ulugülyaǧci (2003)
High volatility, thick tails and extreme value theory in value-at-risk estimationInsurance Mathematics & Economics, 33
H. Byström (2005)
Extreme Value Theory and Extremely Large Electricity Price ChangesInternational Review of Economics & Finance, 14
(1993)
Measuring and Testing the Impact of News on Volatility
F.X. Diebold, T. Schuermann, J.D. Stroughair
Pitfalls and opportunities in the use of extreme valuetheory in risk management
Purpose – In this paper, the aim is to investigate the tail behavior of daily stock returns for three emerging stock in the Gulf region (Bahrain, Oman, and Saudi Arabia) over the period 1998‐2005. In addition, the aim is also to test whether the distributions are similar across these markets. Design/methodology/approach – Following McNeil and Frey, Wanger and Marsh, and Bystrom, extreme value theory (EVT) methods are utilized to examine the asymptotic distribution of the tail for daily returns in the Gulf region. As a first step and to obtain independent and identically distributed residuals series, the returns are prefiltered with an ordinary time‐series model, taking into account the observed Gulf return dynamics. Then, the “Peaks‐Over‐Threshold” (POT) model is applied to estimate the tails of the innovational distribution. Findings – Not only is the heavy tail found to be a facial appearance in these markets, but also POT method of modelling extreme tail quantiles is more accurate than conventional methodologies (historical simulation and normal distribution models) in estimating the tail behavior of the Gulf markets returns. Across all return series, it is found that left and right tails behave very different across countries. Research limitations/implications – The results show that risk models that are able to exploit tail behavior could lead to more accurate risk estimates. Thus, participants in the Gulf equity markets can rely on EVT‐based risk model when assessing their risks. Originality/value – The paper extends previous studies in two aspects. First, it extends the classical unconditional extreme value approach by first filtering the data by using AR‐FIAPARCH model to capture some of the dependencies in the stock returns, and thereafter applying ordinary extreme value techniques. Second, it provides a broad analysis of return dynamics of the Gulf markets.
Studies in Economics and Finance – Emerald Publishing
Published: Mar 7, 2008
Keywords: Persian Gulf States; Stock returns; Stock markets; Risk management
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