A Bayesian Covariance Graphical And Latent Position Model For Multivariate Financial Time Series
Daniel Ahelegbey, Luis Carvalho, Eric Kolaczyk

TL;DR
This paper introduces a hierarchical Bayesian model combining VAR, covariance graphical, and latent position models to analyze multivariate financial time series, aiming to uncover latent network structures and systemic vulnerabilities.
Contribution
It develops a novel hierarchical Bayesian framework integrating VAR, CGM, and LPM for better understanding of idiosyncratic contagion in financial networks.
Findings
Model relates latent features to systemic vulnerabilities
Empirical results show early detection of systemic risks
Hierarchical approach improves network inference accuracy
Abstract
Current understanding holds that financial contagion is driven mainly by the system-wide interconnectedness of institutions. A distinction has been made between systematic and idiosyncratic channels of contagion, with shocks transmitted through the latter expected to be substantially more likely to lead to systemic crisis than through the former. Idiosyncratic connectivity is thought to be driven not simply by obviously shared characteristics among institutions, but more by latent characteristics that lead to the holding of related securities. We develop a graphical model for multivariate financial time series with interest in uncovering the latent positions of nodes in a network intended to capture idiosyncratic relationships. We propose a hierarchical model consisting of a VAR, a covariance graphical model (CGM) and a latent position model (LPM). The VAR enables us to extract useful…
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