what is the Yield and its Curves?

Yield refers to the earnings generated and realized on an investment over a particular period of time, and is expressed in terms of percentage based on the invested amount or on the current market value or on the face value of the security.

It includes the interest earned or dividends received from holding a particular security (Debt security).

Depending on the nature and valuation (fixed/fluctuating) of the security, yields may be classified as known or anticipated.

The longer a bondholder's money is at risk, the more yield he demands. If your bond matures in 2038 while another investor's bond matures in 2030, isn't your money at risk for 8 more years? That's why your bond would be offered at a higher yield.

If the other investor buys a bond yielding 3.65%, yours might be offered at 3.89%. The extra 0.24% is your reward for taking on extra risk.

In the world of fixed-income securities it is generally accepted that "short-term bonds with up to three-year maturities", "intermediate-term bonds with four to ten-year maturities", and "long-term bonds with maturities > 10 years".

A yield curve displays the yields offered by debt securities of similar credit quality across various terms to maturity. Typically, the longer the maturity on the bond, the higher the yield demanded by investors. This situation is known as a normal yield curve, where intermediate-term bonds yield more than short-term bonds, and then long-term bonds yield more than both short-term and intermediate-term bonds, as well.

A normal yield curve implies that economic conditions are stable. For the majority of its history the yield curve for U.S. Treasuries has been in this state. Notice that though yields are higher, they also flatten out here rather than forming a steep slope. On the other hand, the test could mention a "steep yield curve" in which the curve buckles inward because the yields on longer maturities are so much higher than those on shorter maturities. This often happens before the economy goes into a rapid expansion.

The expansion phase of the business cycle often comes with higher interest rates and inflation, so fixed-income investors demand significantly higher yields on long-term bonds suddenly, causing a steep yield curve. We've seen that if the "Fed" sees inflation up ahead, they will raise interest rates. A steep yield curve suggests that this has already been factored into the bond market.

If we see the same yields among T-Bills, T-Notes, and T-Bonds, we are looking at a flat yield curve.

The yield curve typically flattens when investor expectations for inflation are so low that they are not demanding higher yields to hold long-term debt securities. This typically occurs at the end of a Fed tightening cycle. At that point the Fed raises short-term interest rates until they are in line with intermediate- and long-term rates, and temporarily, with investors expecting no immediate threat from inflation, the yields are about the same across the board. A flat yield curve is thought to signal an economic slowdown.

So, when the economy expands, the Federal Reserve Board typically goes into a series of interest-rate tightening. Towards the end of this cycle, the yield curve can often flatten, which usually signals the party is over for the economy, at least for a while.

An inverted yield curve often follows a period of high interest rates. When bond investors feel that interest rates have peaked, they hurry to lock in the high interest rates for the longest time. In a rush of activity, they sell off their short-term bonds to buy long-term bonds at the best interest rate they're likely to see for a while.

If the crowd is selling short-term bonds, the price drops [and the yield increases]. And if they're buying long-term bonds, the price increases [and the yield drops]. That causes the yield curve to invert, which is thought to be one of the surest signs that the econ¬omy is about to contract. The situation also signals lower inflation up ahead, possibly deflation.

Comments

Popular posts from this blog

كتاب أساليب جان للتداول في أسواق المال والبورصات "الاصدار الثالث"

Why we do not use standard divination instead to mean absolute error in Regression Models?

الانهيار الكبير … قادم