ARC workshops

Interdisciplinary Workshop on May 25-27, 2011

"Econometric and statistical modelling of
multivariate time series"

This interdisciplinary workshop on multivariate time series will address substantial questions of a common interest in econometrics and statistics. 
The particular topics that are covered by the meeting are:

  • Multivariate volatility models
  • High Frequency data 
  • Extreme value modelling
  • Dimension reduction and Factor Models
  • Time-varying parameter models and structural changes
  • Forecasting 

Robert F. Engle's talk (Nobel Prize 2003) at the Interdisciplinary Workshop on "Econometric and statistical modelling of multivariate time series"

Video talk
Pictures of the workshop 
 

 

Miniworkshop at the MFO, Oberwolfach, Germany, January 17-23, 2010

"Semiparametric Modelling of Multivariate Economic Time Series With Changing Dynamics"

Abstract:
Modelling multivariate time series of possibly high dimension calls for appropriate dimension-reduction, e.g. by some factor modelling, additive modelling, or some simplified parametric structure for the dynamics (i.e. the serial dependence) of the time series. This workshop aims to bring together experts in this field in order to discuss recent methodology for multivariate time series dynamics which are changing over time: by an abrupt switch between two (or more) different regimes or rather smoothly evolving over time. The emphasis will be on mathematical methods for semiparametric modelling and estimation, where "semiparametric" is to be understood in a rather broad sense: parametric models where the parameters are themselves nonparametric functions (of time), regime-switching nonparametric models with a parametric specification of the transition mechanism, and alike. An ultimate goal of these models to be applied to economic and financial time series is prediction. We also intend to compare Bayesian with frequentist approaches, and to cover both theoretical aspects of estimation, such as consistency and efficiency, and computational aspects.

More information