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Range expansion index : ウィキペディア英語版
Range expansion index
The range expansion index (REI) is a technical indicator used in the technical analysis of financial markets. It is intended to chart the relative strength or weakness of a trading vehicle based on the comparison of the recent price changes and the overall price changes for the period.
The REI can be classified as a momentum oscillator, measuring the velocity and magnitude of directional price movements. The REI shows overbought/oversold price conditions by measuring the relation between the sum of "strong" price changes (such that form a trend) and all price changes for the period.
The REI is most typically used on an 8 day timeframe. It changes on a scale from −100 to +100, with the overbought and oversold levels marked at +60 and −60, respectively.
The range expansion index was developed by Thomas DeMark and published in his 1994 book, ''The New Science of Technical Analysis''.〔Thomas R. DeMark, ''The New Science of Technical Analysis'', ISBN 0-471-03548-3〕
==Calculation==
Two sums are calculated for each day. One is the conditional sum of the "strong" price changes:
: S1 = \sum_^ n_j m_j s_j
where k is the period of calculation (usually, 8), n_j is a first condition:
if ((High(– 2 ) < Close(- 7 )) && (High(- 2 ) < Close(- 8 )) && (High() < High(- 5 )) && (High() < High(- 6 ))) n_j = 0
else n_j = 1

m_j is a second condition:
if ((Low(– 2 ) > Close(– 7 )) && (Low(– 2 ) > Close(– 8 )) && (Low() > Low(– 5 )) && (Low() > Low(– 6 ))) m_j = 0
else m_j = 1

and s_j is the price change parameter:
: s_j = High() - High(- 2 ) + Low() - Low(- 2 ),\!
The second sum is calculated as following:
: S2 = \sum_^ |High() - High(- 2 )| + |Low() - Low(- 2 )|
For each trading day the value of the indicator is calculated:
: REI = \frac 100

抄文引用元・出典: フリー百科事典『 ウィキペディア(Wikipedia)
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