A subset H [subset or equal to] C is a hitting set for the family S if H has a nonempty intersection with each element of this family, and the minimum hitting set problem (HS) is that of finding a hitting set of minimum

cardinality.

Let N be a unary connective (that is, of the same syntactic type as the negation symbol) which in every domain whose

cardinality belongs to C is interpreted as negation, and in every other domain as the Boolean identity function (mapping T to T and F to F).

As such, this new formula, as pointed out, represents the "integration complexity without design reduction" and "gives the

cardinality of a basis set of paths through an entire program.

Cardinality is an essential construct of developing mathematical proficiency, as it is foundational for later number and operations.

SQL Server would make assumptions about the

cardinality estimate of a TVF, frequently assuming incorrectly.

Since the contractive similarities do not alter the amount of elements of the original set, the

cardinality of X under P and that of each equivalence class must also be guaranteed to be equal.

The NP-hardness of finding the minimum

cardinality of a closed monopoly in a graph is easy to observe as stated by Linial et al.

The join

cardinality of this subspace is computed using the corresponding counting Bloom filters,[f.

Right-angled buildings in which all the panels of same type have same

cardinality have been classified by F.

25 In a complete SVNHG H = (X, E) the

cardinality of N(x) is same for every vertex.

While transforming relationship sets

cardinality of <<one-to-many>>, in addition for object properties would be created and tagged as inverse object properties.

Equivalently, A and B are k-compatible, if there exists subset E of D(A) [intersection] D(B) of

cardinality k called the error set such that