M. Akram

collaborators

3 papers

math.GR2020

Solving a group equation of length nine

Muhammad Saeed Akram, Maira Amjid

The Levin conjecture was proposed by Levin in 1962 which conjectures the solvability of any group equation with coefficients in a torsion free group. The Levin conjecture is recent…

math.GR2020

Levin's conjecture for an equation of length nine

Muhammad Saeed Akram, Khawar Hussain

Levin's conjecture has been established to hold true for group equations of length up to seven. Recently, it is shown that Levin's conjecture is also true (modulo exceptional cases…

math.GR2019

On solvability of certain equations of arbitrary length over torsion-free groups

M. Fazeel Anwar, Mairaj Bibi, M. Saeed Akram

Let $G$ be a non-trivial torsion free group and $s (t) = g_{1} t^{ε_{1}} g_{2} t^{ε_{2}} \dots g_{n} t^{ε_{n}} = 1 (g_{i} \in G, ε_{i} = \pm 1)$ be an equation over $G$ containing no block…