Financial Big Data Solutions for State Space Panel Regression in Interest Rates Dynamics

93 Pages Posted: 22 Feb 2018 Last revised: 17 Aug 2020

See all articles by Dorota Toczydlowska

Dorota Toczydlowska

School of Mathematical and Physical Sciences, University of Technology Sydney; The Department of Statistical Science, University College London

Gareth Peters

University of California Santa Barbara; University of California, Santa Barbara

Date Written: February 27, 2018

Abstract

A novel class of dimension reduction methods is combined with a stochastic multi-factor panel regression-based state-space model in order to model the dynamic of yield curves whilst incorporating regression factors. This is achieved via Probabilistic Principal Component Analysis (PPCA) in which new statistically robust variants are derived also treating missing data. We embed the rank reduced feature extractions into a stochastic representation for state-space models for yield curve dynamics and compare the results to classical multi-factor dynamic Nelson-Siegel state-space models. This leads to important new representations of yield curve models that can be practically important for addressing questions of financial stress testing and monetary policy interventions which can incorporate efficiently financial big data. We illustrate our results on various financial and macroeconomic data sets from the Euro Zone and international market.

Keywords: Interest Rates, yield curves, financial big data, probabilistic PCA, Feater Extraction, State Space Models, dynamic models

Suggested Citation

Toczydlowska, Dorota and Peters, Gareth, Financial Big Data Solutions for State Space Panel Regression in Interest Rates Dynamics (February 27, 2018). Available at SSRN: https://ssrn.com/abstract=3122202 or http://dx.doi.org/10.2139/ssrn.3122202

Dorota Toczydlowska

School of Mathematical and Physical Sciences, University of Technology Sydney ( email )

15 Broadway, Ultimo
PO Box 123
Sydney, NSW 2007
Australia

The Department of Statistical Science, University College London ( email )

London

Gareth Peters (Contact Author)

University of California Santa Barbara ( email )

Santa Barbara, CA 93106
United States

University of California, Santa Barbara ( email )

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