Tuple in a sentence

Since there is only one 0-tuple, the so-called empty tuple ( ), there are only two zero-place relations: the one that always holds, and the one that never holds.

According to Nash, "an equilibrium point is an n-tuple such that each player's mixed strategy maximizes his payoff if the strategies of the others are held fixed.

An array is stored so that the position of each element can be computed from its index tuple by a mathematical formula. citation citation citation The simplest type of data structure is a linear array, also called one-dimensional array.

Any element of a tuple can be accessed in constant time.

A pre-compiler takes the record definition and replaces it with the appropriate tuple reference.

A tuple is an ordered set of attribute values.

A tuple usually represents an object and information about that object.

Each tuple of the relation body provides attribute values to instantiate the predicate by substituting each of its free variables.

For a given set of -tuples, a truth value is assigned to each -tuple according to whether the property does or does not hold.

For example, the absence of the tuple ('John', 'Spanish') from a table of language skills cannot necessarily be taken as evidence that John does not speak Spanish.

In the idiom, this is expressed by saying that L is a (k + 1)-tuple.

It has partial support for Unicode strings. citation ;Records: Records provide a convenient way for associating a tag with each of the elements in a tuple.

The endpoint of a vector can be identified with an ordered list of n real numbers (n- tuple ).

The message consists of a tuple % with the atom "pause" and the number "10".

The parentheses around the tuple are optional in some contexts.

There are basically two schemes of fragmentation: :* Horizontal fragmentation - splits the relation by assigning each tuple of r to one or more fragments.

The relational model depends on the law of excluded middle under which anything that is not true is false and anything that is not false is true; it also requires every tuple in a relation body to have a value for every attribute of that relation.

The result is a proposition that is deemed, on account of the appearance of the tuple in the relation body, to be true.

The second definition makes use of an idiom that is common in mathematics, stipulating that "such and such is an n-tuple" in order to ensure that such and such a mathematical object is determined by the specification of n component mathematical objects.

These rules ensure that the map f from the V × W to V ⊗ W that maps a tuple (v, w) to v ⊗ w is bilinear.