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      Global Financial CrisisFinancial CrisisRisk AnalysisARCH model
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This paper proposes spectral and asymmetric-volatility based methods for cluster analysis of stock returns. Using the information about both the periodogram of the squared returns and the estimated parameters in the TARCH equation, we... more
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      ARCH modelCluster AnalysisIndexationStock Returns
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Most high-frequency asset returns exhibit seasonal volatility patterns. This article proposes a new class of models featuring periodicity in conditional heteroscedasticity explicitly designed to capture the repetitive seasonal time... more
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The ARCH type of models is a notorious family of models proven to be suitable for predicting financial returns. Their notoriety flourished after Bollerslev (1986) developed the econometric Generalized ARCH model (GARCH). This paper... more
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      ARCH modelSTOCK EXCHANGEStatistical PropertiesIndexation
We consider a model $Y\_t=\sigma\_t\eta\_t$ in which $(\sigma\_t)$ is not independent of the noise process $(\eta\_t)$, but $\sigma\_t$ is independent of $\eta\_t$ for each $t$. We assume that $(\sigma\_t)$ is stationary and we propose an... more
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This paper presents the R package AdMit which provides task of tuning a sam- pling algorithm. The relevance of the package is shown in two examples. The rst aims at illustrating in detail the use of the functions provided by the package... more
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Although volatility clustering has a long history as a salient empirical regularity characterizing high-frequency speculative prices, it was not until recently that applied researchers in finance have recognized the importance of... more
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      FinanceEconometricsBibliographyARCH model
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      EconomicsFinancial EconomicsTime SeriesARCH models
The uctuation of a bilateral exchange rate in a target zone is often chosen as part of oÆcial agreements between two or more countries (such as in the European Monetary System { EMS) or of informal unilateral monetary policy packages a... more
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      Monetary PolicyARCH modelExchange rateEuropean monetary system
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      Applied MathematicsARCH modelStochastic VolatilityOption pricing
As it is possible to model both linear and nonlinear structures in time series by using Artificial Neural Network (ANN), it is suitable to apply this method to the chaotic series having nonlinear component. Therefore, in this study, we... more
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