3 papers
math.RA2024
On Semi-Nil Clean Rings with Applications
M. H. Bien, P. V. Danchev, M. Ramezan-Nassab
We investigate the notion of \textit{semi-nil clean} rings, defined as those rings in which each element can be expressed as a sum of a periodic and a nilpotent element. Among our…
math.RA2022
Products of Unipotent Elements in Certain Algebras
M. H. Bien, P. V. Danchev, M. Ramezan-Nassab +1
Let be a field with at least three elements and a locally finite group. This paper aims to show that if either is algebraically closed or the characteristic of is p…
math.RA2019
Crossed products whose unit group is locally solvable
M. Ramezan-Nassab
Crossed products whose unit group is locally solvable