UMARU MOHAMMEDUM

Prof. UMARU MOHAMMED

Rank: Professor

Department: Industrial Mathematics

School: School of Physical Sciences

umaru.mohd@futminna.edu.ng
+2347032159609
Room 2.03, HOD Office, Mathematics Block

Welcome

“Prof. Umaru Mohammed is a distinguished academic and researcher specializing in numerical method for solving differential equations

Biography

Prof. Umaru Mohammed is a Numerical Analysis expert with over 19 years of experience in university teaching and learning, research, postgraduate supervision, curriculum development, academic leadership, and community service. He is a distinguished academic and researcher specializing in Numerical Analysis and Computational Fluid Dynamics. He is a diligent known for providing practical solutions to some real life problems in Differential Equations that has no analytical solution. Prof. Mohammed holds a PhD in Mathematics (Numerical Analysis from the University of Ilorin, Nigeria in 2016; a Master of Technology (with Distinction) in Mathematics (Numerical Analysis from the Federal University of Technology, Minna, Nigeria in 2010 and a Bachelor of Technology with Second Class (Honours) upper division in Mathematics/Computer Science from Federal University of Technology, Minna, Nigeria in January 2006. Prof. Mohammed has an active research profile with significant academic impact.

Research Interests

Numerical Methods
Computational Fluid Dynamics
Differential Equations
Orthogonal Polynomials
Finite Element Methods
Quantum Computing
Programming

Academic Qualifications

Ph.D Mathematics (Numerical Analysis)

University of Ilorin, Ilorin, Nigeria · 2016

M.Tech Mathematics (Numerical Analysis)

Federal University of Technology, Minna, Niger State, Nigeria · 2010

B.Tech Mathematics and Computer Science

Federal University of Technology, Minna, Niger State, Nigeria · 2006

Professional Affiliations

Member, Nigeria Mathematical Society (NMS) NMS/1/12025
Member, Mathematical Association of Nigeria (MAN) NGS/MAN/0150
Member, Nigeria Association of Mathematical Physics (NAMP)

Teaching

Undergraduate Courses

MTH 209/MAT 225Introduction. to Numerical Analysis
MAT 515Numerical Analysis II
MAT 325Mathematical Method III
MTH 103Elementary MathematicsIII
MAT 522Linear System Theory

Postgraduate Courses

MAT 812Integral Equations
MAT 807Numerical Solution to IVPs
MAT 815Finite Element Method
MAT 815Quantum Mechanics I
MAT 819Quantum Mechanics II

Supervision

Master's Degree

OYELAMI, Oyewale Abiodun

A Collocation Technique Based on Orthogonal Polynomial for the Construction of Hybrid Linear Multistep Method for the Solution of Second Order Ordinary Differential Equations

2018
completed

AKINTUBUBO, Ben Gbenro

Continuous Formulation of Block Hybrid Backward Differentiation Formula for Stiff Systems and Fuzzy Differential Equation Using Legendre Polynomial As Basis Function

2019
completed

UNOKO, Aleichenu Emmanuel

Modified Block Nyström Type Method for The Numerical Solution of Second Order Ordinary Differential Equations with Various Boundary Conditions

2021
completed

SHIAWOYA, Katherine Tswafi

Extended Block Hybrid Backward Differential Formulae for Second Order Stiff System and Fuzzy Differential Equations

2021
completed

GARBA, Jamiu

Generalized One-Step Second Derivative Block Intra-Point Method for Stiff Systems

2021
completed

ALHASSAN, Alhassan

Development of Falkner Type Method For Numerical Solution Of Fuzzy Second Order Initial Value Problems In ODEs

2021
completed

MOHAMMED, Umaru

Two-Step Second Derivatives method with Bhakra Intra Step Point for the First order Stiff System.

2024
completed

ADAMU, Abubakar

Two-Step Second Derivatives method with Equally-Spaced Intra Step Point for the First order Ordinary Differential Equations.

2024
completed

YUSUF, Ibrahim

Development of numerical formula for the solution of first and higher order ordinary differential equations

2024
completed

ODIKE, Victor

Fifth Derivatives Block Nystr¨om Type Method and Its Block Extension for Fourth Order Initial Value Problems

2025
completed

SHABA, Mohammed

Derivation of Numerical Methods for Stiff Delay Differential Equations

2026
completed

USMAN Fatima Binta

Mathematical Modeling of Population Growth using Exponential and Logistic Models. A Case Study of Niger State.

2026
completed

SULEIMAN, Fahad

Derivation of Simpson’s Methods for the Solution of ODEs

2026
ongoing

Doctor of Philosophy

ABDULLAH, Habiba

Development And Implementation Of Block Unification Modified Linear Multi-Step Methods For The Solution Of Third And Fourth Order Ordinary Differential Equations

AJINUHI, Joel Olusegun

A Collocation Technique Based On Chebychev Polynomial For The Solution Of Two Point Boundary Value Problem (BVP)

OYELAMI, Oyewale Abiodun

Optimised Multi-Derivatives Methods for Solving Non-Linear Dynamical Systems

ALHASSAN, Dokochi Safo

Effects of Framing and Team Assisted Individualized Instructional Strategies on Mathematics Achievement and Attitude of Senior Secondary Students in Niger State.

SULEIMAN,Umar Tagagi

Relationship between Mathematics Teacher’s Variables and Secondary School Student’s Mathematics Achievement in Niger State, Nigeria

GARBA, Jamiu

GENERALIZED TWO-STEP METHOD FOR SOLVING BOUNDARY VALUE PROBLEMS OF VARIOUS ORDERS

AKINTUBUBO, Ben Gbenro

Development of Block Unification method for Numerical Approximation of Partial Differential Equations

HASSAN, Ibrahim Ejibade

Development of Block hybrid methods for second order Delay Differential Equations

Publications

1.

Numerical Solution of First and Higher Order IVPs Via a Single Continuous Block Methods

Garba J., Audu K.J., Mohammed U. , Tiamiyu A.T.

Scientific Journal of Mehmet Akif Ersoy University
2025
DOI
2.

A Two-Step with First and Second Derivative Scheme for Numerical Solution of First Order Problems in Dynamical System

Garba J., Mohammed U.,& Oyelami O.

Bitlis Eren University Journal of Science and Technology
2025
DOI
3.

An Efficient Approach for Solving Two-point Boundary Value Problems of Ordinary Differential Equations

Peter S., Ajinuhi J.O., Yusuf B.D., & Mohammed U.

International Journal of Research
2025
DOI

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