Today’s forecast for U.S. Treasury yields is based on the May 19, 2010 constant maturity Treasury yields reported by the Board of Governors of the Federal Reserve System in its H15 Statistical Release reported at 4:15 pm May 20, 2010. The “forecast” is the implied future coupon bearing U.S. Treasury yields derived using the maximum smoothness forward rate smoothing approach developed by Adams and van Deventer (Journal of Fixed Income, 1994) and corrected in van Deventer and Imai, Financial Risk Analytics (1996). For an electronic delivery of this interest rate data in Kamakura Risk Manager table format, please subscribe via firstname.lastname@example.org.
The “forecast” for future U.S. dollar interest rate swap rates is derived from the maximum smoothness forward rate approach, but applied to the forward credit spread between the libor-swap curve and U.S. Treasury curve instead of to the absolute level of forward rates for the libor-swap curve.
Today’s forecast, like last week, is distorted by a reported 0.70% rate on 6 month Eurodollar deposits. This week’s distortion is somewhat less than last week in that the 3 month libor rate was up 5 basis points from last week to 0.50%. The 0.70% rate at 6 months is now 6 basis points lower than the one year swap rate, but the combination of these three observable interest rates implies a sharp rise and fall on the short end of the libor curve near year end 2010. Another important observation was made in this May 20 post by Tyler Durden on www.zerohedge.com, discussing the wide dispersion in 3 month libor quotes from the U.S. dollar libor panel banks.
Today’s forecast shows 1 month Treasury bill rates peaking at 4.86% in June and July, 2017, down 34 basis points from the peak levels forecasted last week. The 10 year U.S. Treasury yield is projected to rise steadily to reach 5.20% on April 30, 2020, 28 basis points below last week’s forecast.
The negative 17 basis point spread between 30 year U.S. dollar interest rate swaps and U.S. Treasury yields reflects the blurring of credit quality between these two yield curves. The U.S. government is no longer seen as risk free. The U.S. dollar libor panel consists of 16 banks, and 4 of the 16 panel banks that determine U.S. dollar libor are receiving significant government assistance and are, in effect, sovereign credits. The current U.S. dollar libor panel members are the following banks:
- Bank of America
- Bank of Tokyo-Mitsubishi UFJ
- Barclays Bank PLC
- Citibank NA
- Credit Suisse
- Deutsche Bank AG
- JP Morgan Chase
- Lloyds Banking Group
- Norinchukin Bank
- Royal Bank of Canada
- Royal Bank of Scotland Group
- Societe Generale
- UBS AG
- WestLB AG
For more on the panel members, see www.bbalibor.com. The negative 30 year spread results in an implied negative spread between 1 month libor and 1 month U.S. Treasury yields (investment basis) beginning December, 2014.
Background Information on Input Data and Smoothing
The Federal Reserve H15 statistical release is available here: http://www.federalreserve.gov/Releases/H15/Update/
The maximum smoothness forward rate approach to yield curve smoothing was described in this blog entry:
van Deventer, Donald R. “Basic Building Blocks of Yield Curve Smoothing, Part 10: Maximum Smoothness Forward Rates and Related Yields versus Nelson-Siegel,” Kamakura blog, www.kamakuraco.com, January 5, 2010. Redistributed on www.riskcenter.com on January 7, 2010.
The use of the maximum smoothness forward rate approach for bond data is discussed in this blog entry:
van Deventer, Donald R. “Basic Building Blocks of Yield Curve Smoothing, Part 12: Smoothing with Bond Prices as Inputs,” Kamakura blog, www.kamakuraco.com, January 20, 2010.
The reasons for smoothing forward credit spreads instead of the absolute level of the libor-swap curve was discussed in this blog entry:
van Deventer, Donald R. “Basic Building Blocks of Yield Curve Smoothing, Part 13: Smoothing Credit Spreads,” Kamakura blog, www.kamakuraco.com, April 7, 2010. Redistributed on www.riskcenter.com, April 14, 2010.
The Kamakura approach to interest rate forecasting was introduced in this blog entry:
van Deventer, Donald R. “The Kamakura Corporation Monthly Forecast of U.S. Treasury Yields,” Kamakura blog, www.kamakuraco.com, March 31, 2010. Redistributed on www.riskcenter.com on April 1, 2010.
Today’s Kamakura U.S. Treasury Yield Forecast
The Kamakura 10 year monthly forecast of U.S. Treasury yields is based on this data from the Federal Reserve H15 statistical release:
The graph below shows in 3 dimensions the movement of the U.S. Treasury yield curve 120 months into the future at each month end:
These yield curve movements are consistent with the continuous forward rates and zero coupon yields implied by the U.S. Treasury coupon bearing yields above:
In numerical terms, forecasts for the first 60 months of U.S. Treasury yield curves are as follows:
The forecasted yields for months 61 to 120 are given here:
Today’s Kamakura Forecast for U.S. Dollar Interest Rate Swap Yields and Spreads
Today’s forecast for U.S. Dollar interest rate swap yields is based on the following data from the H15 Statistical Release published by the Board of Governors of the Federal Reserve System:
Applying the maximum smoothness forward rate smoothing approach to the forward credit spreads between the libor-swap curve and the U.S. Treasury curve results in the following zero coupon bond yields:
The forward rates for the libor-swap curve and U.S. Treasury curve are shown here:
The 10 year forecast for U.S. dollar interest rate swap yields is shown in the following graph:
The 10 year forecast for U.S. dollar interest rate swap spreads to U.S. Treasury yields is given in the following graph:
The numerical values for the implied future U.S. dollar interest rate swap spreads to U.S. Treasury yields are given here for 60 months forward:
The numerical values for the implied future U.S. dollar interest rate swap spreads to U.S. Treasury yields are given here for 61-120 months forward:
For more information about the yield curve smoothing and simulation capabilities in Kamakura Risk Manager, please contact us at email@example.com. Kamakura interest rate forecasts are available in pre-formatted Kamakura Risk Manager data base format.
Donald R. van Deventer
Honolulu, May 21, 2010