# finitary relation in a sentence

- Vladimir Kanovei and Shelah give a construction of a definable, countably saturated elementary extension of the structure consisting of the reals and all
*finitary relations* on it. - It is possible to generalize the concept to include " infinitary " relations between infinitudes of individuals, for example infinite sequences; however, in this article only
*finitary relations* are discussed, which will from now on simply be called relations. - Because each
*finitary relation* on the natural numbers can be identified with a corresponding set of finite sequences of natural numbers, the notions of "'computable relation "'and "'computably enumerable relation "'can be defined from their analogues for sets. - It's difficult to find
*finitary relation* in a sentence.