Global asymptotic stability, extinction and ergodic stationary distribution in a stochastic model for dual variants of SARS-CoV-2. - Andrew Omame; Mujahid Abbas; Anwarud Din (Math. Comput. Simul., 2023)

Analysis of the Solution of a Model of SARS-CoV-2 Variants and Its Approximation Using Two-Step Lagrange Polynomial and Euler Techniques. - Muhammad Usman; Mujahid Abbas; Andrew Omame (Axioms, 2023)

The Optimal Strategies to Be Adopted in Controlling the Co-Circulation of COVID-19, Dengue and HIV: Insight from a Mathematical Model. - Andrew Omame; Aeshah A. Raezah; Diala Uchenna; Chinyere Onuoha (Axioms, 2023)

HAC-19: A Co-Infection Model for Infectious Diseases Using IoT-Networked Robots. - Kennedy Chinedu Okafor; Andrew Omame; Titus I. Chinebu; Kelvin O. O. Anoh; Ijeoma P. Okafor; Sabita Maharjan; Simeon Keates; Bamidele Adebisi; Chukwunenye A. Okoronkwo (IEEE Internet Things J., 2025)

A mathematical model for assessing the effectiveness of vaccination in controlling Mpox dynamics and mitigating disease burden in Nigeria and the Democratic Republic of Congo. - Olumuyiwa James Peter; Oluwatosin Babasola; Mayowa M. Ojo; Andrew Omame (J. Appl. Math. Comput., 2025)

Correction: A mathematical model for assessing the effectiveness of vaccination in controlling Mpox dynamics and mitigating disease burden in Nigeria and the Democratic Republic of congo. - Olumuyiwa James Peter; Oluwatosin Babasola; Mayowa M. Ojo; Andrew Omame (J. Appl. Math. Comput., 2025)

Computational aspects and dynamical analysis of a novel HIV/AIDS transmission model with fractional temporal evolution. - Nauman Raza; Muhammad Asad Ullah; Mohammad Y. Alshahrani; Andrew Omame; Amna Hayat (Math. Comput. Simul., 2026)