2003•Applied Financial EconomicsRequires access

Estimation of persistence in log-volatility using panel data

Yoshitsugu Kitazawa

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Abstract

This study proposes a stochastic volatility model for panel data, and estimation methods of its persistence parameter, in the case of large number of individuals and small number of time periods. In this study, two types of estimators for this model are presented, in accordance with the framework of the dynamic panel data model and the generalized method of moments. To examine and compare the two types of the estimators, Monte Carlo experiments are carried out. Furthermore, an empirical application to data of stock returns is implemented using these estimators.

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What this paper is about

This study proposes a stochastic volatility model for panel data, and estimation methods of its persistence parameter, in the case of large number of individuals and small number of time periods. In this study, two types of estimators for this model are presented, in accordance with the framework of the dynamic panel data model and the generalized method of moments. To examine and compare the two types of the estimators, Monte Carlo experiments are carried out. Furthermore, an empirical application to data of stock returns is implemented using these estimators.

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Available abstract

This study proposes a stochastic volatility model for panel data, and estimation methods of its persistence parameter, in the case of large number of individuals and small number of time periods. In this study, two types of estimators for this model are presented, in accordance with the framework of the dynamic panel data model and the generalized method of moments. To examine and compare the two types of the estimators, Monte Carlo experiments are carried out. Furthermore, an empirical application to data of stock returns is implemented using these estimators.

Key concepts: Volatility (finance), Econometrics, Economics, Persistence (discontinuity), Estimation, Panel data, Geology, Geotechnical engineering

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