SSDr. Samuel Abu SOMMA
Rank: Associate Professor
Department: Mathematics
School: School of Physical Sciences
Welcome
Glory to God the Father of our Lord Jesus Christ.
Biography
A devoted Mathematics Teacher/Lecturer with over ten years of experience in quality teaching and research at the University. His passion to solve real-life problems is the motivation to dive into research in Applied Mathematics with a special interest in Mathematical Modeling of infectious diseases. He is committed to building the morals and characters in the life of the young ones for nation-building. A diligent researcher, who had published his research outputs in over twenty-five local and international reputable journals.
Research Interests
Academic Qualifications
PhD Applied Mathematics
Federal University of Technology, Minna · 2018
MTech Mathematics
Federal University of Technology, Minna · 2013
BTech Mathematics/Computer Science
Federal University of Technology, Minna · 2007
Professional Affiliations
Teaching
Undergraduate Courses
Postgraduate Courses
Supervision
Master's Degree
BALOGUN, Risikat Titilope
“Mathematical Modelling for the Spread and Control Rabies Incorporating Vaccination Class”
NAIBI, Adamu
“Mathematical Modelling for the Transmission of Leptospirosis”
MUSTAPHA Maimuna
“Modeling and Simulation of the Spread of Hepatitis B Virus (HBV) Disease with Infectious Latent”
CHEMBE, Japhet
“Mathematical Modelling of the Spread and Control of Corona Virus Disease (COVID -19) Incorporating Vaccination Class”
FADIPE, Faith Omomize
“Predicting the Number of Fire Accidents Occurrence in Federal Capital Territory (FCT) Using Grey- Artificial Neural Network”
TSADO, Daniel
“Mathematical Model for the Spread and Control of Lassa Fever”
ODIKE, Sunday Victor
“Mathematical Modelling of Terrorism Dynamics and Control in Nigeria”
ALIYU, Suleiman Pelemi
“Mathematical Modelling for the Transmission Dynamics of Tuberculosis Incorporating Vaccination and Treatment”
JIYA, Mohammed Ndaba
“Mathematical Modelling for the Dynamics of Greed and Corruption in the Society”
Doctor of Philosophy
YUSUF, Abdullahi
“Mathematical Modelling of COVID-19 Pandemic Incorporating Co-Morbidity of Diabetics”
BALA, Lantana
“Age-Structured Mathematical Model for the Dynamics and Control of Diabetes Mellitus”
AYUBA, Solomon Akyenyi
“Mathematical Modelling for the Effect of Climate Change on Malaria Incorporating the Impact of Bti, Wolbachia and Green Deterrent with Community Awareness”
ASONIBARE, Folawe Ibironke
“Mathematical Modelling for the Transmission and Control of Cholera Incorporating the effect of Changing Climate”
Publications
Mathematical Modelling for the Dynamics of Greed and Corruption in the Society
Somma S. A., Jiya M. N., Jiya M. and Mohammed U.
Mathematical Model for the Control of Unemployment in Nigeria Incorporating Vocational Education and Apprenticeship
Somma S. A., Omotinuwe R. O., and Abdurrahman N. O.
Stability Analysis of the Models for Malaria's Effects on Humans Based on the Genetic Structure
Abdurrahman N. O., Akinwande N. I., Somma S. A. and Ibrahim J. O.
A Global Asymptotic Stability of COVID-19 Diabetes Complication Free Equilibrium
Yusuf A, Akinwande N. I., Olayiwola R. O. Kuta F. A, and Somma S. A.
Mathematical Model for Water Quality Assessment: Evidence-Based from Selected Boreholes in Federal University Dutse, Nigeria
Eguda F. Y. , Amoo A. O., Adamu S. B., Ogwumu O. D., Somma S. A. and Babura I. B. A
Stability Analysis of a Mathematical Modeling of Spread and Control of Corona Virus Disease (Covid-19) Incorporating Vaccination Class
Chembe J. and Somma S. A.
Modelling and Analysis of a Model for Chlamydia Trachomatis Transmission Dynamics. International
Ashezua T. T., Ibekwe J. J. and Somma S. A.
Modelling the Impacts of Media Campaign and Double Dose Vaccination in Controlling COVID-19 in Nigeria
N.I. Akinwande S.A. Somma, R.O. Olayiwola, T.T. Ashezua, R.I. Gweryina, F.A. Oguntolu, O.N. Abdurahman, F.S. Kaduna, T.P. Adajime, F.A. Kuta, S. Abdulrahman, A.I. Enagi, G.A. Bolarin, M.D. Shehu, A. Usman.
Mathematical model of COVID-19 transmission dynamics incorporating booster vaccine program and environmental contamination
N. I. Akinwande, T. T. Ashezua, R. I. Gweryina, S. A. Somma, F. A. Oguntolu, A. Usman, O. N.Abdurahman, F. S. Kaduna, T. P. Adajime, F. A. Kuta, S. Abdulrahman, R. O. Olayiwola, A. I. Enagi, G. A. Bolarin, M.D. Shehu.
Stability Analysis of the Mathematical Modelling of Transmission and Control of Rabies Incorporating Vaccination Clas
Somma S. A., Balogun R. T., Eguda F. Y.Abdurrahman N. O. Adama P. W. and Yisa E. M
A 3-Person Non-Zero-Sum Game for Sachet Water Companies
Nyor N, Muazu M. I. and Somma S. A.
Modelling Fire Spread Reaction Rate in Atmospheric-Weather Condition
Zhiri, A. B., Olayiwola R.O., Somma S. A. and F.A. Oguntolu.
Approximate Solutions for Mathematical Modelling of Monkeypox Virus Incorporating Quarantine Class.
Somma S. A., Akinwande N. I., Ashezua T. T., Nyor N., Jimoh O. R. & Zhiri A. B.
Homotopy Perturbation Method (HPM) for Solving Mathematical Modeling of MonkeyPox Virus
Somma S. A., Ayegbusi F. D., Gana P. Adama P. W., Abdurrahman N. O. and Eguda F. Y.
Stability and Bifurcation Analysis of a Mathematical Modeling of Measles Incorporating Vitamin a Supplement
Somma S. A., Akinwande N. I., Gana P., Ogwumu O. D., Ashezua T. T. and Eguda F.
Semi-Analytic Methods for the Solution of Two Epidemiological Models
B.T. Enoch, T. T. Ashezua and S.A. Somma
Application of Adomian Decomposition Method (ADM) for Solving Mathematical Model of Measles
Somma S. A., Ayegbusi F. D., Gana P. Adama P. W., Abdurrahman N. O. and Eguda F. Y.
Sensitivity Analysis for the Mathematical Modelling of Monkey Pox Virus Incorporating Quarantine and Public enlightenment campaign.
Somma S. A. and Akinwande N. I.
Semi- Analytical Solution for the Mathematical Modeling of Yellow Fever Dynamics Incorporating Secondary Host
Somma S. A., Akinwande N. I., Abah R. T., Oguntolu F. A. and Ayegbusi F. D.
A Mathematical Model of Monkey Pox Virus Transmission Dynamics
Somma, S. A., Akinwande, N. I. and Chado, U. D.
Mathematical Modeling of Algae Population Dynamics on the Surface of WateR
Abdurrahman N.O., Akinwande N.I., and Somma S.A.
Local Stability Analysis of a River Blindness Disease Model with Control
Oguntolu, F.A., Bolarin G., Somma S.A., and Bello A.O.
Stability and Bifurcation Analysis of Endemic Equilibrium of a Mathematical Modeling of Yellow Fever Incorporating Secondary Host
Somma S. A., Akinwande N. I., Jiya M., Abdulrahman S. & Ogwumu O. D.
Stability Analysis of Disease Free Equilibrium (DFE) State of a Mathematical Model of Yellow Fever Incorporating Secondary Host
Somma, S.A., Akinwande N.I., Jiya M., & Abdulrahaman S.
Existence of Equilibrium Points for the Mathematical Modeling of Yellow Fever Transmission Incorporating Secondary Host
Somma S. A., Akinwande N. I., Jiya M. & Abdulrahman S.
Local Stability Analysis of a Tuberculosis Model incorporating Extensive Drug Resistant Subgroup
Eguda F. Y., Akinwande N. I., Abdulrahman S., Kuta F. A., & Somma S.A.
COA-Sowunmi's Lemma and its Application to the Stability Analysis of Equilibrium States of the Non-Linear Age-Structured Population Model
Akinwande, N.I. & Somma, S. A.
A Mathematical Model for Estimating the Weight of Human Beings Using Some Anthropometric Parameters (A Case Study of Taraba State of Nigeria’s Community
O. D. Ogwumu, S. A. Amoo, F. Y. Eguda, E. O. Adeyefa and S. Abubakar.
A Mathematical Model of a Yellow Fever Dynamics with Vaccination
F. A. Oguntolu, N. I. Akinwande, S. A. Somma, F. Y. Eguda and T. T. Ashezua.
Modified Maternally-Derived-Immunity Susceptible Infectious Recovered (MSIR) Model of Infectious Disease: Existence of Equilibrium and Basic Reproduction Number
Somma, S. A., Akinwande, N. I., Gana, P., Abdulrahaman, S. & Ashezua, T. T.
Stability Analysis of the Disease Free Equilibrium State of a Mathematical Model of Ebola Fever Disease Epidemic
Abah, R. T., Akinwande, N. I., Enagi, I. A., Kuta, F. A., Abdulrahaman, S. & Somma, S. A.
Application of Computerized Monte Carlo Simulation in Evaluating Definite Integrals and Testing of the Properties of Probability Density Functions
Ogwumu, David. O, James Friday. E and Abubakar S.
Approximate Solution of SIR Infectious Disease Model Using Homotopy Pertubation Method (HPM).
Abubakar, S., Akinwande, N. I., Jimoh, O. R., Oguntolu, F. A. & Ogwumu, O. D.
Stability Analysis of the Disease-Free Equilibrium State for Yellow Fever Disease
Bawa, M., Abdulrahman, S., Abubakar, S. and Aliyu, Y. B.
Bifurcation Analysis on the Mathematical Model of Measles Disease Dynamics
Abubakar, S., Akinwande, N. I., Abdulrahman, S. & Oguntolu F. A.
A Mathematical Study of Contaminant Transport with First-order Decay and Time-dependent Source Concentration in an Aquifer
Olayiwola, R. O., Jimoh, O. R., Yusuf, A. & Abubakar, S.
A Mathematical Model of Measles Disease Dynamics
Abubakar, S., Akinwande, N. I. & Abdulrahman, S.
Social Media