Geometric Standard Deviation - Geometric Standard Score

Geometric Standard Score

The geometric version of the standard score is

If the geometric mean, standard deviation, and z-score of a datum are known, then the raw score can be reconstructed by

Read more about this topic:  Geometric Standard Deviation

Famous quotes containing the words geometric, standard and/or score:

    New York ... is a city of geometric heights, a petrified desert of grids and lattices, an inferno of greenish abstraction under a flat sky, a real Metropolis from which man is absent by his very accumulation.
    Roland Barthes (1915–1980)

    Where shall we look for standard English but to the words of a standard man?
    Henry David Thoreau (1817–1862)

    A man who is a politician at forty is a statesman at three score and ten. It is at this age, when he would be too old to be a clerk or a gardener or a police-court magistrate, that he is ripe to govern a country.
    W. Somerset Maugham (1874–1965)