Dr. Kimuli Philly Ivan Sulayman

[Peer reviewed]
Bamunoba, A. S., Kimuli, P. I., & Ssevviiri, D. (2020). Morphic Elements in Regular Near-rings. Kyungpook Mathematical Journal, 60(4), 839-851. https://doi.org/10.5666/KMJ.2020.60.4.839
Kimuli, P. I., & Ssevviiri, D. (2022). Weakly-morphic modules. Rendiconti del Circolo Matematico di Palermo Series 2, 1-16. https://doi.org/10.1007/s12215-022-00758-3

Mr. Mukalazi Herbert

1. Asset Liability Management for the Parliamentary Pension Scheme of Uganda by Stochastic Programming. This is published in Afrika Statistika.
2. Asset liability management for the Bank of Uganda defined benefits scheme by stochastic programming. This is published in Operations Research and Decisions.
3. Long Term Projection of the Demographic and Financial Evolution of the Parliamentary Pension Scheme of Uganda. This is accepted for publication in Operations Research and Decisions.

Dr. Hasifa Nampala

1. Jablonska, M., Nampala, H., Kaurane, T., 2011. The multiple-mean-reversion jump-diffusion model for Nordic electricity spot prices, Journal of energy markets
2. Nampala, H., Luboobi, L.S., Mugisha, J.Y.T., Obua, C., 2013. Mathematical modeling of liver enzyme elevation in HIV mono-infection. Mathematical Biosciences 242, 77-85
3. Nampala, H., Luboobi, L.S., Mugisha, J.Y.T., Obua, C., 2014. Modelling Hepatotoxicity of Antiretroviral Therapy in the Liver during HIV monoinfection International Journal of Computational Mathematics, http://dx.doi.org/10.1155/2014/659675
4. Nampala, H., Luboobi, L.S., Mugisha, J.Y.T., Obua, C., 2015. Modelling Effective Antiretroviral Therapy that Inhibits HIV Production in the Liver. Antivirals &Antiretrovirals 7 (2)
5. Nampala, H., Luboobi, L.S., Mugisha, J.Y.T., Obua, C., Jablonska-Sabuka, M., 2018. Modelling Hepatotoxicity and Antiretroviral Therapeutic effect in HIV/HBV coinfection . Mathematical Biosciences 302, 67-79
6. Ssemwogerere, T., Awich, R.O., Nampala, H., 2018. Computational Analysis of the Capacitance by the Boundary Element Method. International Journal of applied Physics and Mathematics, 8(4), 79-89.
7. Esemu, J., Masanja, V., Nampala, H., Lwanyaga, D., Awich, R., Ssemwogerere, T. 2020. An application of Computational Fluid Dynamics to optimize Municipal Sewerage Networks; A case of Tororo Municipality, Eastern Uganda. Journal of Advances in Mathematics 18, 2347-1921.
8. Yiga, V., Nampala, H., Tumwine, J. 2020. Analysis of the model on the effect of seasonal factors on Malaria transmission Dynamics. Journal of Applied Mathematics.
9. Nampala ,H, Jablonska-Sabuka, M, Singull, M. 2021. Mathematical Analysis of the Role of HIV/HBV Latency in Hepatocytes. Journal of Applied Mathematics.
10. Yiga, V., Nampala, H., Tumwine, J. 2022. Stability analysis of a Malaria Transmission Model for the Effect of Infected Immigrants with Temperature and rainfall Dependent Parameters. International Journal of mathematical modelling and Computations.

Dr. Joseph okello omwonylee

  1. Omwonylee, J.O. & Yang, X. (2020). General large deviations of longest gaps in homogeneous Poisson processes. Journal of Mathematical Analysis and Applications, 489(2), Elsevier
  2. Omwonylee, J.O. (2020). Large deviations for the longest gap in Poisson processes. Bulletin of the Australian Mathematical Society, 101(1), 146-156.
  3. Omwonylee, J.O. & Okello, T. (2017). Analysis of Continuous and Discrete Time-to-Event Data Using Parametric Techniques
  4. Omwonylee, J.O, Diongue, A and Odongo, L.O. (2014). Modelling Internally Displaced Persons’(IDPs) Time to Resuming their Ancestral Homes after IDPs’ Camps in Northern Uganda Using Parametric Methods. International Journal of Science and Research, 3(5), 125-131
  5. Okello, J.O. Abdou K.D. (2014). Parametric Models and Future Event Prediction Base on Right Censored Data. International Journal of Science and Research