<theory> In domain theory, a subset S of a cpo X is bounded if there exists x in X such that for all s in S, s <= x. In other words, there is some element above all of S. If every bounded subset of X has a least upper bound then X is boundedly complete.
("<=" is written in LaTeX as \subseteq).
Try this search on Wikipedia, OneLook, Google
Nearby terms: boundary scan « boundary value « boundary value analysis « bounded » boundedly complete » bound variable » bournebasic