Abstract

http://ssrn.com/abstract=389961
 


 



Payment Delays: Bias in the Yield Curve


Ramon P. DeGennaro


University of Tennessee, Knoxville - Department of Finance


Journal of Money, Credit, and Banking, Vol. 20, No. 4, November 1988

Abstract:     
Most empirical research has found positive liquidity or term premiums. This paper shows that a completely spurious premium may be embedded in the observed yield curve. If payment delays - say, those due to check-clearing or brokerage accounts - in the government securities markets are priced, but are not explicitly incorporated into pricing equations, they cause divergences between the true time until maturity and the maturity reported in the financial press. This, in turn, causes yield curves constructed from observed rates to slope up, even if all forward rates are equal and if Hicks' pure-expectations theory (1946 - hereafter, PET) is true. These payment delays cause some estimators of premiums to have positive expected values, even if the PET is true. These apparent premiums are not only positive, but they also vary in a manner consistent with important empirical results. Therefore, the evidence concerning liquidity premiums must be re-examined.

Our results do not dispel all of the empirical evidence against the pure-expectations theory. They do, however, serve to caution researchers against dismissing the bias payment delays may induce.

Keywords: Liquidity premium, term structure, expectations, interest rates

JEL Classification: A1, E4, G1, G2

Accepted Paper Series


Not Available For Download

Date posted: March 26, 2003  

Suggested Citation

DeGennaro, Ramon P., Payment Delays: Bias in the Yield Curve. Journal of Money, Credit, and Banking, Vol. 20, No. 4, November 1988. Available at SSRN: http://ssrn.com/abstract=389961

Contact Information

Ramon P. DeGennaro (Contact Author)
University of Tennessee, Knoxville - Department of Finance ( email )
423 Stokely Management Center
Knoxville, TN 37996
United States
865-974-1726 (Phone)
865-974-1716 (Fax)
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