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Indicateurs techniques

Standard Deviation

Standard deviation is a statistical measure of the volatility of an instrument relative to its Arithmetic Moving Average (of period P) and therefore allows characterizing the dispersion of prices.

Usually, the Standard Deviation is used as an element of another indicator rather than alone. For example, Bollinger Bands are calculated by adding the standard deviation to the moving average.

Calculation Method

STD = sum from{i=0} to {P} sqrt{{1} over {P} sum from{i=0} to {P} (Close(i) - Avg)^{2}}

where:

Example

Example

Interpretation

The standard deviation reaches a high level when prices vary significantly. Conversely, it remains low when prices are relatively stable.

Many analysts believe that major price peaks are accompanied by high volatility because investors are driven by euphoria or fear. Major troughs are calmer because investors have little hope of profit.

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