Results 181 to 190 of about 6,666 (205)

Volatilidad dinámica en el sector bancario en México: evidencia DCC-GARCH vs Cópula-GARCH

EconoQuantum, 2023
Objetivo: Analizar la volatilidad dinámica entre principales bancos situados en México.Metodología: se emplean dos metodologías alternas: i) DCCGARCH y ii) Cópula-GARCH con ventanas móviles. Se utilizan los precios accionarios semanales de cierre de cuatro bancos en México: BBVA, Citi-Banamex, Banorte e Inbursa del 27 de enero de 2009 al 29 de octubre ...
Christian Bucio-Pacheco   +2 more
openaire   +1 more source

Efficient factor GARCH models and factor-DCC models

Quantitative Finance, 2009
We report that, in the estimation of univariate GARCH or multivariate generalized orthogonal GARCH (GO-GARCH) models, maximizing the likelihood is equivalent to making the standardized residuals as independent as possible. Based on this, we propose three factor GARCH models in the framework of GO-GARCH: independent-factor GARCH exploits factors that ...
Kun Zhang, Laiwan Chan
openaire   +1 more source

Comparison of BEKK GARCH and DCC GARCH Models: An Empirical Study

2010
Modeling volatility and co-volatility of a few zero-coupon bonds is a fundamental element in the field of fix-income risk evaluation. Multivariate GARCH model (MGARCH), an extension of the well-known univariate GARCH, is one of the most useful tools in modeling the co-movement of multivariate time series with time-varying covariance matrix. Grounded on
Yiyu Huang, Wenjing Su, Xiang Li
openaire   +1 more source

Linear time-varying regression with Copula–DCC–GARCH models for volatility

Economics Letters, 2016
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Kim, Jong-Min, Jung, Hojin
openaire   +1 more source

Value-at-Risk with Application of DCC-GARCH Model

2016
The article concentrates on modelling of volatility of capital markets and estimation of Value-at-Risk. The aim of the article is the description of volatility and interdependencies among three indices: WIG (Poland), DAX (Germany) and DJIA (United States). In order to measure the volatility and strength of interdependencies DCC-GARCH-In model was used,
Meluzin, Tomas   +4 more
openaire   +1 more source

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