Journals / Turkish Journal of Mathematics / 2011 / Cilt: 35 - Sayı: 3
On the uniqueness of strongly flat covers of cyclic acts
- Pages
- 437–442
- DOI
- —
Abstract
In [1], strongly flat covers of cyclic acts are discussed and it is asked if strongly flat covers are unique. From this point of view, in this paper we give numerous classes of monoids over which strongly flat covers of cyclic acts are unique.
Özet
In [1], strongly flat covers of cyclic acts are discussed and it is asked if strongly flat covers are unique. From this point of view, in this paper we give numerous classes of monoids over which strongly flat covers of cyclic acts are unique.