Abstract: It is known that a left C-wrpp semigroup can
be described as curler structure of a left band and a C-wrpp
semigroup. In this paper, we introduce the class of weakly left
C-wrpp semigroups which includes the class of weakly left C-rpp
semigroups as a subclass. We shall particularly show that the spined
product of a left C-wrpp semigroup and a right normal band is a
weakly left C-wrpp semifroup. Some equivalent characterizations of
weakly left C-wrpp semigroups are obtained. Our results extend that
of left C-wrpp semigroups.
Abstract: In this paper, the class of weakly left C-wrpp
semigroups which includes the class of weakly left C-rpp semigroups
as a subclass is introduced. To particularly show that the spined
product of a left C-wrpp semigroup and a right normal band which is a
weakly left C-wrpp semifroup by virtue of left C-full Ehremann cyber
groups recently obtained by authors Li-Shum, results obtained by
Tang and Du-Shum are extended and strengthened.