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s Total number of partitions.
The computational complexity of search for elementary periodic patterns is approximately (O k*n^3)) where (0total number of partitions in an audit trail.
The average load of a partition is denoted as L D mean is the total number of transactions executed on all the partitions divided by the total number of partitions.
The Robinson-Foulds [ 26] distance between the two trees, defined as the total number of partitions of tips implied by one tree but not the other, was 8494.
The average number of estimated molecules per chamber (lambda, λ) was calculated using the following equation: λ = - ln(1 - k/ n) where k is the number of counts and n is the total number of partitions [ 54].
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Also, let p δ (L) be the total number of such partitions, when each partition has at most δ summands.
A combination of partitioning and agglomerative clustering algorithm has been described in [35] where the data points have been partitioned and then clustered maintaining the total number of identified partitions.
In fact, the total number of all partitions of a set of 15 elements is ∑ k = 1 n S 15 ( k ) = 1, 382, 858, 545.
Consequently, the total number of all partitions of a set of n elements is given by ∑ k = 1 n S n ( k ).
The total number of possible partitions is a sum of the Stirling numbers of the second kind over all possible numbers of categories | τ | (13) B Y = ∑ | τ | = 1 Y 1 | τ | !
In general, the total number of different partitions of N lineages is known in literature as the Bell number Bn (e.g., B1 = 1, B2 =2, B3 = 5, B4 = 15, etc).
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