Advance-Decline Data


The Advance-Decline data also known as AD data are calculated to show the number of advancing and declining stocks and traded volume associated with these stocks within a market index, stock market exchange or any basket of stocks with purpose of analysis of the sentiment within the analysed group of stocks. Advance-Decline data are used to measure overall market breadth as well as to measure sentiment within the stock market sectors.
First time Advance-Decline data were calculated and analyzed back in 1926 by Colonel Leonard Ayres, an economist and market analyst at the Cleveland Trust Company. Later James Hughes pioneered the "Market Breadth Statistics". In 1931 Barron's started to publish Advance-Decline numbers. Advance-Decline data analysis remained in shadow until the early 1960s when Richard Russell started to use them in his "Dow Theory Letters" and Joseph Granville used them in his "Granville Market Letter".

Advancing and Declining stocks.

Stock considered as advancing stock when it is traded above the previous trading session's close price.
Stock is considered as declining stock when it is traded below the previous trading session's close price.

Advance-Decline Volume

Advance Volume refers to the cumulative total number of shares traded for all stocks from the group of the Advancing stocks within a given time frame.
Decline Volume refers to the total cumulative number of shares traded for all stocks from the group of the Declining stocks within a given time frame.

Breadth Indicators

Breadth indicators represent the group of technical indicators that are based on the Advance-Decline data.

Advance-decline line

A-D Line = – +

Advance-Decline Oscillator

A-D Oscillator = –

Advance/Decline Ratio

A/D Ratio = /

Advance-Decline Percentage Oscillator

A/D PO = / x 100

Absolute Breadth Index

ABI = abs

Breadth Thrust

Thrust = /

TRIN Arms Index (see [TRIN (finance)])

TRIN = / )

[McClellan oscillator]

McClellan Oscillator = /Total Issues] - EMA2 of * [1000

McClellan Summation Index

Index = Previous Index's Value + Current McClellan Oscillator Value