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Multivariate Feller conditions in term structure models: Why do(n't) we care?

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Peter Spreij
Enno Veerman
Peter Vlaar

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Abstract

In this paper, the relevance of the Feller conditions in discrete time macro-finance term structure models is investigated. The Feller conditions are usually imposed on a continuous time multivariate square root process to ensure that the roots have nonnegative arguments. For a discrete time approximate model, the Feller conditions do not give this guarantee. Moreover, in a macro-finance context the restrictions imposed might be economically unappealing. At the same time, it has also been observed that even without the Feller conditions imposed, for a practically relevant term structure model, negative arguments rarely occur. Using models estimated on German data, we compare the yields implied by (approximate) analytic exponentially affine expressions to those obtained through Monte Carlo simulations of very high numbers of sample paths. It turns out that the differences are rarely statistically significant, whether the Feller conditions are imposed or not. Moreover, economically the differences are negligible, as they arealways below one basis point.

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Paper provided by Netherlands Central Bank, Research Department in its series DNB Working Papers with number 173.

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Date of creation: Apr 2008
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Handle: RePEc:dnb:dnbwpp:173

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Keywords: macro-finance models; affine term structure model; expected inflation; ex-antereal short rate; Monte Carlo simulations;

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G13 - Financial Economics - - General Financial Markets - - - Contingent Pricing; Futures Pricing

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