ProfessorsProfessors of Universität SiegenMohamed Barakat

Mohamed Barakat

Universität Siegen

H-index: 11

Europe-Germany

About Mohamed Barakat

Mohamed Barakat, With an exceptional h-index of 11 and a recent h-index of 7 (since 2020), a distinguished researcher at Universität Siegen, specializes in the field of Algorithmic homological algebra and algebraic geometry.

His recent articles reflect a diverse array of research interests and contributions to the field:

Computing the nonfree locus of the moduli space of arrangements and Terao’s freeness conjecture

Feynman integral reduction using Gröbner bases

IBP reduction via Gröbner bases in a rational double-shift algebra

An algorithmic approach to Chevalley’s theorem on images of rational morphisms between affine varieties

On the generation of rank 3 simple matroids with an application to Terao's freeness conjecture

Investigating Terao’s freeness conjecture with computer algebra

Symmetries between measurements in quantum mechanics

Mohamed Barakat Information

University	Universität Siegen
Position	Professor of Mathematics
Citations(all)	473
Citations(since 2020)	195
Cited By	337
hIndex(all)	11
hIndex(since 2020)	7
i10Index(all)	12
i10Index(since 2020)	4
Email	Access Email
University Profile Page	Universität Siegen
Google Scholar	View Google Scholar Profile

Mohamed Barakat Skills & Research Interests

Algorithmic homological algebra and algebraic geometry

Top articles of Mohamed Barakat

Title	Journal	Author(s)	Publication Date
Computing the nonfree locus of the moduli space of arrangements and Terao’s freeness conjecture	Mathematics of Computation	Mohamed Barakat Lukas Kühne	2023/5
Feynman integral reduction using Gröbner bases	arXiv preprint arXiv:2210.05347	Mohamed Barakat Robin Brüser Claus Fieker Tobias Huber Jan Piclum	2022/10/11
IBP reduction via Gröbner bases in a rational double-shift algebra	arXiv preprint arXiv:2207.09275	Mohamed Barakat Robin Brüser Tobias Huber Jan Piclum	2022/7/19
An algorithmic approach to Chevalley’s theorem on images of rational morphisms between affine varieties	Mathematics of Computation	Mohamed Barakat Markus Lange-Hegermann	2022/1
On the generation of rank 3 simple matroids with an application to Terao's freeness conjecture	SIAM Journal on Discrete Mathematics	Mohamed Barakat Reimer Behrends Christopher Jefferson Lukas Kühne Martin Leuner	2021
Investigating Terao’s freeness conjecture with computer algebra	Computeralgebra-Rundbrief	Mohamed Barakat Lukas Kühne	2021/3
Symmetries between measurements in quantum mechanics	arXiv preprint arXiv:2003.12553	H Chau Nguyen Sébastien Designolle Mohamed Barakat Otfried Gühne	2020/3/27