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The GMM order was defined empirically.
The concept of absolute summability of order was defined by Flett [2] as follows.
The concept of differentiation to fractional order was defined in the 19th century by Riemann and Liouville.
A rank order was defined for the two topics and the methodology was as follows.
The partnership order was defined as the number of partners, including the partner at the time the child was born.
> A rank order was defined using a composite endpoint constructed from the histological assessment, survival, tight pressure, dura closure time, and handling characteristics.
Similar(53)
The -Genocchi polynomials of order are defined as.
Such order is defined in accordance with the product risks.
The fractional order integral of the function of order is defined by (26).
The fractional (arbitrary) order integral of the function of order is defined by (2.2).
The Riemann-Liouville fractional primitive of order of a function of order is defined by (2.7).
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