M. Zafrullah

activity

20072022

⋆

--multiplication domains and class groups

9 citations · 12 across the 14 of their papers we have counts for

collaborators

Showing 2018 · math.ACShow all

2 papers · 2 filters

math.AC2018

$t$ -local domains and valuation domains

Marco Fontana, Muhammad Zafrullah

In a valuation domain $(V, M)$ every nonzero finitely generated ideal $J$ is principal and so, in particular, $J = J^{t}$ , hence the maximal ideal $M$ is a $t$ -ideal. Therefore, the $t$ …

math.AC2018

On $*$ -Semi Homogeneous Domains

Daniel D. Anderson, Muhammad Zafrullah

Let $*$ be a finite character star operation defined on an integral domain $D .$ Call a nonzero $*$ -ideal $I$ of finite type a $*$ -homogeneous ( $*$ -homog) ideal, if…

t-local domains and valuation domains

On ∗-Semi Homogeneous Domains

$t$ -local domains and valuation domains

On $*$ -Semi Homogeneous Domains