activity
20092026
most citedOn certain equations of arbitrary length over torsion-free groups

1 citations · 1 across the 7 of their papers we have counts for

collaborators

7 papers

math.RT2026

Counterexamples to Norm Conjectures of Wehlau in Modular Invariant Theory

Muhammad Fazeel Anwar

Let be a finite group and let be a finite-dimensional -module over a field . We construct explicit counterexamples in characteristic to conjectures of Wehlau conc…

math.RT2026

Counterexamples to Conjectures of Wehlau on Noether Numbers

Muhammad Fazeel Anwar

Let be a finite group and let be a finite-dimensional -module over a field . We construct explicit counterexamples in characteristic to several questions and conj…

math-ph2023

Perturbation determinant and Levinson's formula for Schrödinger operators with generalized point interaction

M. Fazeel Anwar, Muhammad Usman, Muhammad Danish Zia

We consider the one dimensional Schrödinger operator with properly connecting generalized point interaction at the origin. We derive a trace formula for trace of difference of reso…

math.GR2019

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

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

Let be a non-trivial torsion free group and be an equation over containing no block…

math.GR2019★ 1 cited

On certain equations of arbitrary length over torsion-free groups

M. Fazeel Anwar, M. Bibi, S. Iqbal

Let be a non-trivial torsion free group and be an unknown. In this paper we consider three equations (over ) of arbitrary length and show that they have a solution (over…

math.RT2010

On the Cohomology of Certain Homogeneous Vector Bundles of G/B in Characteristic Zero

M. Fazeel Anwar

In his famous paper [2], Demazure introduced certain indecomposable modules and used them to give a short proof of Bott's theorem. In this paper we consider a generalization of the…

math.RT2009

A Tensor Product Factorization For Certain Tilting Modules

M. Fazeel Anwar

Let G be a semisimple, simply connected linear algebraic group over an algebraically closed field k of characteristic p > 0. In a recent paper [4], Doty introduces the notion of r-…