Lebesgue measure definition

  • noun:
    • (For confirmed k-dimensional Euclidean area) the initial total translation-invariant measure for σ-algebra containing all k-cells in and which assigns a measure to each k-cell which will be add up to that k-cell's volume (as defined in Euclidean geometry: for example., the quantity of k-cell equals the product associated with the lengths of their edges).
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