| |
original article |
Date |
Title |
Authors All Authors |
| 1 |
[GO] |
2025―Oct―01 |
Analyzing dynamics of a heterogeneous reaction convection diffusion COVID-19 model with vaccination effects |
Tasmia Hoque, Samir Kumar Bhowmik |
| 2 |
[GO] |
2025―Apr―15 |
A mathematical framework for analyzing co-infection of COVID-19 with lung cancer |
Md. Abdul Hye, Md. Haider Ali Biswas, Mohammed Forhad Uddin |
| 3 |
[GO] |
2025―Jan―05 |
A sustainable method for analyzing and studying the fractional-order panic spreading caused by the COVID-19 pandemic |
Muhammad Farman, Evern Hincal, Parvaiz Ahmad Naik, Ali Hasan, Aceng Sambas, Kottakkaran Sooppy Nisar |
| 4 |
[GO] |
2024―Oct―11 |
A study on the fractional-order COVID-19 SEIQR model and parameter analysis using homotopy perturbation method |
Mominul Islam, M. Ali Akbar |
| 5 |
[GO] |
2024―Oct―09 |
A two-strain COVID-19 co-infection model with strain 1 vaccination |
Taqi A.M. Shatnawi, Stephane Y. Tchoumi, Herieth Rwezaura, Khalid Dib, Jean M. Tchuenche, Mo’tassem Al-arydah |
| 6 |
[GO] |
2024―Jul―28 |
Cost-effectiveness analysis of COVID-19 vaccination : A review of some vaccination models |
Rehana Naz, Andrew Omame, Mariano Torrisi |
| 7 |
[GO] |
2024―Jul―27 |
Modelling and global stability analysis of COVID-19 dynamics with optimal control and cost-effectiveness analysis |
Hailay Weldegiorgis Berhe, Abadi Abay Gebremeskel, Zinabu Teka Melese, Mo’tassem Al-arydah, Asdenaki Aklilu Gebremichael |
| 8 |
[GO] |
2024―Jun―12 |
Mathematical insights into the SEIQRD model with Allee and fear dynamics in the context of COVID-19 |
M. Aakash, C. Gunasundari, S. Sabarinathan, Salah Mahmoud Boulaaras, Ahmed Himadan |
| 9 |
[GO] |
2024―May―31 |
Bi-modal COVID-19 transmission with Caputo fractional derivative using statistical epidemic cases |
Dumitru Baleanu, Sania Qureshi, Abdullahi Yusuf, Amanullah Soomro, M.S. Osman |
| 10 |
[GO] |
2024―Apr―22 |
Optimal vaccination and treatment policies with constrained inequalities to study limited vaccination resources for a multistrain reaction-diffusion SEIR model of COVID-19 |
Adil El Alami Laaroussi, Amine El Bhih, Mostafa Rachik |
| 11 |
[GO] |
2024―Mar―15 |
Analysis and modeling with fractal-fractional operator for an epidemic model with reference to COVID-19 modeling |
Parvaiz Ahmad Naik, Muhammad Farman, Anum Zehra, Kottakkaran Sooppy Nisar, Evren Hincal |
| 12 |
[GO] |
2023―Dec―19 |
Mathematical modelling of COVID-19 with the effects of quarantine and detection |
M. Aakash, C. Gunasundari, S. Athithan, N.B. Sharmila, G. Santhosh Kumar, Rafik Guefaifia |
| 13 |
[GO] |
2023―Sep―24 |
Mathematical analysis and simulations for a Caputo-Fabrizio fractional COVID-19 model |
Waleed Adel, Y.A. Amer, E.S.M. Youssef, A.M.S. Mahdy |
| 14 |
[GO] |
2022―Dec―05 |
Studying of COVID-19 fractional model: Stability analysis |
Sanaa L. Khalaf, Mohammed S. Kadhim, Ayad R. Khudair |
| 15 |
[GO] |
2022―Nov―04 |
Numerical study of a nonlinear COVID-19 pandemic model by finite difference and meshless methods |
Rahat Zarin |
| 16 |
[GO] |
2022―Oct―17 |
Fractal-fractional age-structure study of omicron SARS-CoV-2 variant transmission dynamics |
Emmanuel Addai, Lingling Zhang, Joshua Kiddy K. Asamoah, Ama Kyerewaa Preko, Yarhands Dissou Arthur |
| 17 |
[GO] |
2021―Nov―24 |
Mathematical modelling of COVID-19 transmission dynamics in a partially comorbid community |
J. Ssebuliba, J.N. Nakakawa, A. Ssematimba, J.Y.T. Mugisha |
