De nability and Unde nability with Real Order at the Background
نویسندگان
چکیده
A formula (X) with one free monadic predicate variable de nes the set of predicates (or family of point-sets) on A that satisfy (X). This family is said to be de nable by (X) in A: Suppose that A is a subchain of B = hB; <i. With a formula (X; A) we associate the following family of point-sets (or set of predicates) fP : P A and (P;A) holds in Bg on A: This family is said to be de nable by in A with B at the background.
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تاریخ انتشار 2002