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The Riemann-Liouville fractional integral operator of order, of a function is defined as (2.2).
The fractional integral of order of a function is defined as (2.1).
The Caputo fractional derivative of order of a function, is defined as (2.1).
The upper right Dini sup-derivative of a function is defined as (2.1).
The Riemann-Liouville fractional integral operator of a function is defined as (2.1).
The fractional integral of order with the lower limit for a function is defined as (22).
Similar(50)
Let a function be defined as (3.9).
The -adic -integral of a function was defined as (1.5).
The laboratory conditions are referred to by their GIDEON identifier/phenotypic description (see Additional file 4), and a COG with a known function is defined as characterized (see Additional file 5).
A decision function is defined as the boundary between two regions of a design space (e.g., an optimization constraint or a limit-state function in reliability).
For each possible bipartition of the network, a modularity function is defined as the observed number of edges within a community minus the expected number.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com