geometric mean definition

  • noun:
    • The nth root, often the positive nth root, of an item of n elements.
    • A measure of main propensity of a couple of n values calculated by extracting the nth root of the product associated with the values.
    • the suggest of n figures expressed once the n-th reason behind their particular item
    • The nth root, usually the positive nth root, of a product of n factors.
    • A measure of main tendency of a couple of n values computed by removing the nth root of the product of this values.
    • the suggest of n figures expressed as the n-th root of their item
    • The nth root, usually the good nth root, of an item of n facets.
    • A measure of central inclination of some n values computed by extracting the nth base of the item associated with the values.
    • the mean of n figures expressed once the n-th root of their product
    • The nth root, often the positive nth root, of something of n factors.
    • a measure of central propensity of a set of n values calculated by removing the nth base of the item regarding the values.
    • the mean of n numbers expressed once the n-th root of their particular product

Related Sources

  • Hypernym for "geometric mean"
  • Cross Reference for "geometric mean"
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