1995RePEc: Research Papers in EconomicsRequires access

Co-integration and the term structure of Finnish short-term interest rates

Markku Lanne

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Abstract

The term structure of Finnish HELIBOR interest rates is studied by modelling it as a co-integrated system. There are three co-integrating vectors among the six rates. They can be identified as the spreads between the two and one and three and one month rates, and a third vector tending to keep the yield curve linear. Co-integration analysis of partial systems suggests that it is only for the three shortest-term yields that the expectations hypothesis cannot be rejected. Recursive analysis reveals that the co-integratioll space has changed in time, which is not surprising given the changes in monetary policy regimes.

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The term structure of Finnish HELIBOR interest rates is studied by modelling it as a co-integrated system. There are three co-integrating vectors among the six rates. They can be identified as the spreads between the two and one and three and one month rates, and a third vector tending to keep the yield curve linear. Co-integration analysis of partial systems suggests that it is only for the three shortest-term yields that the expectations hypothesis cannot be rejected. Recursive analysis reveals that the co-integratioll space has changed in time, which is not surprising given the changes in monetary policy regimes.

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Available abstract

The term structure of Finnish HELIBOR interest rates is studied by modelling it as a co-integrated system. There are three co-integrating vectors among the six rates. They can be identified as the spreads between the two and one and three and one month rates, and a third vector tending to keep the yield curve linear. Co-integration analysis of partial systems suggests that it is only for the three shortest-term yields that the expectations hypothesis cannot be rejected. Recursive analysis reveals that the co-integratioll space has changed in time, which is not surprising given the changes in monetary policy regimes.

Key concepts: Yield curve, Term (time), Interest rate, Economics, Yield (engineering), Econometrics, Monetary policy, Mathematics

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