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GO term enrichment analysis has been widely used in functional analysis and allows the identification of important categories associated with functions of interests.
(1) Enzyme functions of interests.
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For our functions of interest, m = n2.
Some applications to particular functions of interest are as follows.
The class F 2 includes several types of functions of interest.
Applications for some particular convex functions of interest are also given.
Similar inequalities for some particular functions of interest can be stated.
The correlation functions of interest are then computed based on their corresponding probability interpretations from the probability map.
In addition, we will impose discrete, homogeneous Neumann boundary data for each of the three functions of interest.
To counter noise in measurements, the functions of interest are set to iterate over a period of time.
In what follows, we provide some applications of inequalities (2.15) and (2.16) to particular functions of interest.
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