Sentence examples for element of the partition from inspiring English sources

Assuming that the phase point x(n) is in the i th element of the partition at time n.

Let Y be any element of the partition of (Delta ^mathcal {I}) by (sim _{Sigma ^dag,Phi ^dag,d,mathcal {I}}) such that (X cap Y ne emptyset ).

Next, an expression vector for each element of the partition (each plate) based on absolute (not relative) expression levels is formed and compared to every other expression vector from every other plate on many other array batches.

The co-assignment probability of a set U​ ​ S is the probability that the set of individuals, U, all belong to the same category (or element of the partition).

Briefly, for every four-element partition of the label set, there must be a quadruple of taxa in some set in S such that each element of the quadruple is found in a different element of the partition.

Each position i in the vector of n integer values represents an individual (i​ ​ S), and the integer value at position i is an arbitrary label α, indicating the element of the partition (a subset of S) to which that individual is assigned.

Furthermore, the elements of the partition have the same area and can therefore be compared more easily.

The elements of this partition are all complete answers to the weather question, and distances between the elements of the partition can be handled rather easily as we have seen.

A credal state, relative to inquiry Q, is characterized by its distribution of credences over the elements of the partition Q.

Evaluating the norms in the right-hand side, and further estimating using the maximal Lebesgue measure of the elements of the partition yields ∥ I D k, n ∥ H − α 2 ≤ { K d / ( d / 2 − α ) 2 | D k, n | v + ( n ) 2 α / d if  0 < α < d / 2, K ∞ 2 | D k, n | v + ( n ) if  d / 2 < α.

In principle, because all the elements of the partition and replication systems are contained in the same operon and the encoded proteins interact, these elements might be expected to present almost the same history.