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15. Gross and Favard m-dimensional measurements
15.1 Gross's m-dimensional measurement
Definition (Gross's m-dimensional measure) (1918). The m-dimensional measure (m is a natural number such that 0 < m < n for n > 1) known as Gross's m-dimensional measure and denoted , is defined on a Borellian subset X of by (
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Gross and Favard m-dimensional measurements
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