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Advanced/Decline Ratio

Overview

The Advance/Decline Ratio (“A/D Ratio”) shows the ratio of advancing issues to declining issues. It is calculated by dividing the number of advancing issues by the number of declining issues.

Interpretation

The A/D Ratio is similar to the Advancing-Declining Issues in that it displays market breadth. But, where the Advancing-Declining Issues subtracts the advancing/declining values, the A/D Ratio divides the values. The advantage of the Ratio is that it remains constant regardless of the number of issues that are traded on the New York Stock Exchange (which has steadily increased).

A moving average of the A/D Ratio is often used as an overbought/oversold indicator. The higher the value, the more “excessive” the rally and the more likely a correction. Likewise, low readings imply an oversold market and suggest a technical rally.

Keep in mind, however, that markets that appear to be extremely overbought or oversold may stay that way for some time. When investing using overbought and oversold indicators, it is wise to wait for the prices to confirm your belief that a change is due before placing your trades.

Day-to-day fluctuations of the Advance/Decline Ratio are often eliminated by smoothing the ratio with a moving average.

Example

The following chart shows the S&P 500 and a 15-day moving average of the A/D Ratio.

Advance/Decline Ratio

You can see that prices usually declined after entering the overbought level above 1.25 (“sell” arrows) and that they usually rallied after entering the oversold level below 0.90 (“buy” arrows).

Calculation

The A/D Ratio is calculated by dividing the number of stocks that advanced in price for the day by the number of stocks that declined.

Advance/Decline Ratio (Formula)

Table 3 shows the calculation of the A/D Ratio.

Table 3

Date       Advancing  Declining  A/D Ratio
15/2/1994  1198       882        1.3583
16/2/1994  1183       965        1.2295
17/2/1994  882        1251       0.7050
18/2/1994  706        1411       0.5004
22/2/1994  1139       1003       1.1356