Dr. Isaac Kwasi Adu

• PhD (Applied Mathematics), 2019, Central China Normal University, China
• MPhil (Mathematics), 2011, Kwame Nkrumah University of Science and Technology, Ghana
• B.Ed. (Mathematics), 2008, University of Education Winneba, Ghana
• Teacher’s Certificate,2001,’A’, Mampong Technical College of Education.

• Member of Mathematics Association of Ghana (MAG)
• Member of Technical University Teachers’ Association (TUTAG)

My primary research interest is Model with Differential Equations, with particular focus on Disease Model in Mathematical Biology. I employ both analytical and numerical techniques to study this model, most of which are in the birth-death format. I am also interested in research in Optimization Techniques and Mathematics Education Research.

Currently teaches the following courses Kumasi Technical University; Ordinary Differential Equations, Partial Differential Equations, Linear Algebra, Numerical and Computational Methods, Analytical Mathematics, Discrete Mathematics, Engineering Mathematics I-V, SLT Mathematics, Research Methods, Calculus of Several Variables Sets and Numbers, Operations Research and Culinary Mathematics.

• Academic Board Committee, Kumasi Technical University University, Techiman Campus,
• (2022-Present):Member
• Mathematics Curricula Development Committee for Kumasi Technical University (2020): Member,
•  Scientific/Local Organizing Sub-Committee for Pure and Applied Sciences and Technology at Kumasi Technical University (ICAST) (2021): Member
• IDCE Engineering Mathematics Committee Kumasi Technical University (2021): Member
• Scientific/Local Organizing Sub-Committee for Pure and Applied Sciences and Technology at Kumasi Technical University (ICAST) (2023): Member
• Budget committee, Kumasi Technical University (2022-Present): Member

7th International Conference on Applied Sciences and Technology (

ICAST) 2023.

​​​​​​[1]  Adu, I. K., Wireko, F. A., Martey, J. N., & Asamoah, J. K. K. (2025). A fractional order model of Lymphatic Filariasis and Visceral Leishmaniasis coinfection. Partial Differential Equations in Applied Mathematics, 101204.

[2]  Adu, I. K., Lassong, S. B., Wireko, F. A., Frempong, S. K., Frimpong, F. O., Adarkwa, S.  A.,  & Asamoah, J. K. K.(2025). Modelling the dynamics of exposure to smoke from solid  cooking fuels and anaemia among women in rural areas. Modeling Earth Systems   and  Environment, 11(2), 95.

[3]   Wireko, F. A., Awerigiya, R., Adu, I. K., Martey, J. N., Bainson, B. O., & Asamoah, J. K. K. (2025). The Impact of Memory Effects on Lymphatic Filariasis Transmission Using Incidence Data From Ghana. Engineering Reports, 7(7), e70288.

[4] Wireko, F. A., Martey, J. N., Adu, I. K., Owusu, B. E., Ndogum, S., & Asamoah, J. K. K. (2025). Modeling the Impact of Double‐Dose Vaccination and Saturated Transmission Dynamics on Mpox Control. Engineering Reports, 7(5), e70144.

[5] Adu, I. K., Wireko, F. A., Mojeeb Al-R, E. N. O., & Asamoah, J. K. K. (2024). A fractional order Ebola transmission model for dogs and humans. Scientific African, 24, e02230.

[6]  Wireko, F. A., Adu, I. K., Atta Gyamfi, K., & Asamoah, J. K. K.  (2024). Modelling the transmission behavior of Measles disease considering contaminated environment through a fractal-fractional Mittag-Leffler kernel. Physica Scripta.

[7]  Dasumani, M., Lassong, B. S., Adu, I. K., Wireko, F. A., & Moore, S. E. (2024). Fractional Derivative Technique for Modeling the Dynamics of Social Media Impacts. Discrete Dynamics in Nature and Society, 2024(1), 5578416.

[8]  Adu, I. K., Wireko, F. A., Sebil, C., & Asamoah, J. K. K. (2023). A fractal-fractional model of Ebola with reinfection. Results in Physics, 106893.

[9]  Adu, I. K., Wireko, F. A., Adarkwa, S. A., Agyekum, G. O. (2024). Mathematical analysis of Ebola considering transmission at treatment centers and survivor relapse using fractal-fractional Caputo derivatives in Uganda. Mathematical Modelling and Numerical Simulation With Applications, 4(3), 296334. https://doi.org/10.53391/mmnsa.1514196

[10] Wireko, F. A., Asamoah, J. K. K., Adu, I. K., & Ndogum, S. (2024). Non-optimal and  optimal fractional control analysis of measles using real data. Informatics in Medicine Unlocked, 49, 101548.

[11]    Alawaideh, Y. M., Al-Khamiseh, B. M., & Adu, I. K. (2025). Analyzing Riemann-Liouville

constraints in second-order Lagrangian fractional electrodynamic models. PLoS One, 20(5), e0320632 

[12]     Asamoah, J.K.K., Adu, I.K., Wireko, F.A. et al. Modeling the effect of memory  on the spread of Query fever considering humans, animals and the environment. Model. Earth Syst. Environ. 11, 249 (2025). https://doi.org/10.1007/s40808-025-02354-7  

[13]  Adu, I. K., Wireko, F. A., Nana-Kyere, S., Appiagyei, E., Osman, M. A., & Asamoah, J. K. K. (2024). Modelling the dynamics of Ebola disease transmission with optimal control analysis. Modeling Earth Systems and Environment, 1-27.

 [14]   Adu, I. K., & Wireko, F. A. (2024). On SITR Theoretical Model of Ebola Virus Propagation with Relapse and Reinfection. International Journal of Innovation and Development,1(3).Retrieved rom https://ijid.kstu.edu.gh/index.php/ijid/article/view/27.

[15] Wireko, F. A., Adu, I. K., Sebil, C., & Asamoah, J. K. K. (2023). A fractal-fractional order model for exploring the dynamics of Monkeypox disease. Decision Analytics  Journal, 100300.

[16]  Wireko FA, Ndogum S, Nasiru BA, Ansah Asamoah D, Adu I. K., Asamoah JKK (2024) A dynamical model of drinking and smoking with optimal control analysis. PLoS ONE 19(12): e0311835. https://doi.org/10.1371/journal. pone.0311835

[17]  Nana-Kyere, S., Boateng, F. A., Jonathan, P., Donkor, A., Hoggar, G. K., Titus, B.  D., & Adu, I. K. (2022). Global Analysis and optimal control model of COVID- 19. Computational and Mathematical Methods in Medicine, 2022.