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    A Bayesian panel stochastic volatility measure of financial stability

    Mamatzakis, Emmanuel (2021) A Bayesian panel stochastic volatility measure of financial stability. International Journal of Finance and Economics 26 (4), pp. 5363-5384. ISSN 1076-9307.

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    We propose to model financial stability, opting for an alternative bank profit function whose volatility is measured within a framework of panel stochastic volatility. Within this model financial stability and volatility are latent variables. To observe financial stability and volatility we employ Bayesian inference procedures organized around Sequential Monte Carlo (SMC) technique and particle filtering. We do so in a single stage that controls also for non-linearities, whilst we also allow for some key bank and country specific variables to impact upon financial stability and volatility. Thus, we provide a new measure of financial stability by country, over time and also at a global level. In an empirical application, we derive financial stability indexes for a plethora of countries, as well as the global financial stability index that acts an early warning index. Our results suggest that the financial cycle is subject to non-linearities. We argue that the global financial system should closely monitor large, systemic, banks as key to support financial stability.


    Item Type: Article
    School: School of Business, Economics & Informatics > Management
    Research Centres and Institutes: Accounting and Finance Research Centre
    Depositing User: Emmanuel Mamatzakis
    Date Deposited: 03 Sep 2020 09:56
    Last Modified: 26 Oct 2022 00:52


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