Metric decomposability theorems on sets of integers
Metric decomposability theorems on sets of integers
Abstract A set is called additively decomposable (resp., asymptotically additively decomposable) if there exist sets of cardinality at least two each such that (resp., is finite). If none of these properties hold, the set is called totally primitive. We define ‐decomposability analogously with subsets of . Wirsing showed that almost …