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Jan 13, 2017

Bond Futures: Trading the Yield Curve

By:Sage Anderson

After raising interest rates only two times since 2008 (the most recent occurring in December 2016), the United States Federal Reserve takes center stage in 2017 after guiding that three more rate hikes are likely in the coming year.

The tastytrade blog has covered interest rate policy in previous posts (including this one) that focused on the relationship between interest rates and bond prices.

Today, we are taking a closer look at the yield curve and highlighting a hypothetical trade covered on Closing the Gap - Futures Edition that may help readers better understand position structures in these securities.

The yield curve is best known as a chart that shows the differing rates of return on a set of bonds that are similar but mature at different intervals of time.

Typically, yield curves are "normal" - meaning there's an upward trajectory in the curve that indicates bonds with longer-dated maturities receive higher rates. However, yield curves may also be inverted, or downward sloping, meaning longer-dated maturities receive a lower rate of return.

The chart below shows the current yield curve of US Treasury notes, bills, and bonds, which at this time would be best described as "normal" -

"Normal" yield curves, like the one shown above, tend to be observed during rising interest rate environments, which generally correspond with periods of economic expansion.

Now, recall that there exists an inverse relationship between interest rate and bond prices.

Therefore, if investors expect interest rates to increase, there may also be an expectation that long-term bonds may depreciate in value. Investors of this opinion may then liquidate longer term bonds in hopes of locking in securities of the same type later (if/when higher interest rates are available).

During this time these same investors may choose to park the funds received in shorter duration bonds.

Stronger demand for shorter-term bonds in turn pushes down short term interest rates - thus the "normal" shape of the yield curve during these periods.

Going back to the episode of Closing the Gap - Futures Edition, a trade is outlined on the show that seeks to exploit the spread between shorter-term and longer-term interest rates, as opposed to speculation on pure interest rate direction.

A yield curve spread trade is executed by simultaneously buying and selling two different terms (durations) of a given bond. It should be noted that bonds with longer-dated maturities tend to be more sensitive to changes in interest rates, so traders deploying yield curve spreads do not necessarily go long and short equal amounts of short-term and long-term bonds.

The two underlying securities used in the trade example presented on this episode include the Classic Treasury Bond Futures (/ZB) and the Ultra Treasury Bond Futures (/UB). The main difference between these two products is duration - the Classic (/ZB) is comprised of bonds with remaining terms to maturity of 17-25 years, while the Ultra (/UB) is comprised of bonds with remaining terms to maturity of at least 25 years (or greater).

The trade structure consists of selling one contract of the Ultra Treasury Bond Future (/UB) versus buying one contract of the Classic Treasury Bond Future (/ZB). In this case, the trader is seeking to exploit a tightening spread between these two securities, as well as selling a higher IVR bond future against buying a lower IVR bond future.

Due to the complexity of this sample position we recommend reviewing the full episode of Closing the Gap - Futures Edition for the best possible understanding of the material.

If you have any questions about the trading the yield curve we hope you'll reach out at

We look forward to hearing from you!

Sage Anderson has an extensive background trading equity derivatives and managing volatility-based portfolios. He has traded hundreds of thousands of contracts across the spectrum of industries in the single-stock universe.

Options involve risk and are not suitable for all investors. Please read Characteristics and Risks of Standardized Options before deciding to invest in options.

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