M. Zafrullah

most citedSome remarks on Prüfer

⋆

--multiplication domains and class groups

9 citations · 10 across the 3 of their papers we have counts for

collaborators

3 papers

math.AC2008★ 1 cited

On $v$ --domains and star operations

D. D. Anderson, David F. Anderson, Marco Fontana +1

Let $*$ be a star operation on an integral domain $D$ . Let $\f(D)$ be the set of all nonzero finitely generated fractional ideals of $D$ . Call $D$ a $*$ --Prüfer (respectively…

math.AC2008

Unique representation domains, II

Said El Baghdadi, Stefania Gabelli, Muhammad Zafrullah

Given a star operation * of finite type, we call a domain R a *-unique representation domain (*-URD) if each *-invertible *-ideal of R can be uniquely expressed as a *-product of p…

math.AC2007★ 9 cited

Some remarks on Prüfer $⋆$ --multiplication domains and class groups

David F. Anderson, Marco Fontana, Muhammad Zafrullah

Let $D$ be an integral domain with quotient field $K$ and let $X$ be an indeterminate over $D$ . Also, let $T := {T_{λ} ∣ λ \in Λ}$ be a defining family of qu…

On v--domains and star operations

Unique representation domains, II

Some remarks on Prüfer ⋆--multiplication domains and class groups

On $v$ --domains and star operations

Some remarks on Prüfer $⋆$ --multiplication domains and class groups