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Sunday's Reflexions on Basketball Statistics:
Calculating Standard Deviation in Basketball

"... The standard deviation is one of several indices of variability that statisticians use to measure of the spread or dispersion (the data values in a sample are not all the same.
This variation between values is called dispersion) among the measures in a given population.
To calculate the standard deviation of a population it is first necessary to calculate that population's variance. Numerically, the standard deviation is the square root of the variance.

Unlike the variance, which is a somewhat abstract measure of variability, the standard deviation can be readily conceptualized as a distance along the scale of measurement.
The more widely the values are spread out, the larger the standard deviation.
For example, say we have two separate lists of exam results from a team of 15 players; one ranges from 31% to 98%, the other from 82% to 93%, then the standard deviation would be larger for the results of the first exam. ..."
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tags: basketball ~ basketball statistics ~ basketball analysis ~ standard deviation in basketball
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