Kim-Tsurumi (2000) Korean Currency Crisis and Regime Change: A Multivariate GARCH Model with Bayesian Approach

garchmultivariate-garchcccconditional-correlationstructural-breaksempirical-financebayesianlaplace-approximation

Summary

Kim and Tsurumi (2000) apply Bollerslev's (1990) Constant Conditional Correlation (CCC) multivariate GARCH (MGARCH) model to four daily Korean financial series — KOSPI spot and futures, Won/Dollar spot and non-deliverable forward (NDF) — spanning October 1996 to April 1998 and encompassing the 1997 currency crisis. A structural break is detected by maximizing a Bayesian posterior for the unknown changepoint date, derived via Laplace approximation from split-sample MGARCH log-likelihoods. The MGARCH posterior mode places the break at 20 October 1997, roughly three weeks before the official 8 November 1997 Won devaluation, with individual-series Bayesian posteriors suggesting the disintegration began as early as August 1997 for the futures and NDF markets.

Key Claims

Concepts Introduced or Extended

Entities Mentioned

Quotes

"The results indicate that there was a structural change in the Korean financial markets, especially the futures and NDF markets, as early as August 1997, well before the official devaluation date of November 8, 1997."

My Take

The Laplace-approximation approach to Bayesian break detection in MGARCH is pragmatic: it avoids full Markov chain Monte Carlo (MCMC) for the nuisance parameters while delivering a posterior over the break date. A limitation is that the constant correlation assumption (CCC) may itself be violated around a crisis — dynamic conditional correlation (DCC) or BEKK might better capture the correlation spike typical of financial stress. The finding that derivatives markets (futures, NDF) led spot markets in signalling the crisis aligns with the literature on price discovery, but the study cannot distinguish informed trading from liquidity-driven anticipation. The IGARCH finding may partly reflect the structural break itself (Lamoureux-Lastrapes 1990), which the break model partially addresses.