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Home / News & Events / State space modelling in finance using S+FinMetrics

State space modelling in finance using S+FinMetrics

Presented: Tuesday, December 7th at 8:00AM Pacific Time

Speaker: Eric Zivot, University of Washington

Listen to the archived webcast.

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Abstract
State space modelling in economics and finance has become widespread over the last decade. Textbook treatments of state space models in econometrics often lack details on practical implementation, and until recently there has not been much flexible software for the statistical analysis of general models in state space form. A modern set of state space modelling tools are available in SsfPack which is a suite of C routines for carrying out computations involving the statistical analysis of univariate and multivariate models in state space form. The routines allow for a variety of state space forms from simple time invariant models to complicated time varying models. Functions are available to put standard models like ARIMA, structural time series, and spline models in state space form. General routines are available for Kalman filtering, smoothing, simulation smoothing, likelihood evaluation, forecasting and signal extraction. Full details of the statistical analysis is provided in the book Time Series Analysis by State Space Methods by James Durbin and Siem-Jan Koopman. The SsfPack routines are incorporated into S+FinMetrics. This talk will survey some common state space models using in finance and show how to specify and estimate these models using the SsfPack library of functions implemented in S+FinMetrics. Examples include recursive regression, time varying parameter models, unobserved components models, stochastic volatility models and term structure models.


Presenter Information
Dr. Eric Zivot is an Associate Professor and Gary Waterman Distinguished Scholar in the Economics Department at the University of Washington. He is co-author of the book Modeling Financial Time Series Using S-PLUS, and he is co-director of the nascent Professional M.S. Program in Computational Finance at the University of Washington.