| |
Original Artikel |
Datum |
Titel |
Autoren Alle Autoren |
| 1 |
[GO] |
2026―Jun―27 |
Hybrid forecasting models for COVID-19 infection trends: integrating statistical methods with machine learning approaches |
M. Ankamma Rao, B. Krishna Veni, Imtiyaz Ahmad Bhat, A. Sombabu, P. Rangaswamy, Y. S. N. Satyanarayana, et al. (+2) R. Panduranga Rao, M. Padma Devi |
| 2 |
[GO] |
2026―Jun―15 |
Global dynamics of a fractional-order COVID-19 model with modified Crowley-Martin incidence rate and optimal vaccination control using real data analysis |
Satyajit Saha, Rakesh Kumar, Purnendu Sardar, Santosh Biswas, Krishna Pada Das |
| 3 |
[GO] |
2025―Jul―13 |
A hybrid mathematical and machine learning approach for COVID-19 dynamics |
Syeda Alishwa Zanib, Rimsha Tariq, Nadeem Abbas, Aqsa Nazir, Wasfi Shatanawi |
| 4 |
[GO] |
2025―Mai―02 |
Mathematical modeling and analysis of the effect of vaccination and temperature on the dynamic transmission of coronavirus disease 2019 (COVID-19) |
Sassou Abraham, Ezekiel Dangbé, Damakoa Irépran, Antoine Perasso |
| 5 |
[GO] |
2025―Jan―08 |
A review of mathematical researches on the COVID-19 pandemic |
Yuping Chen, Lijun Pei, Youming Lei |
| 6 |
[GO] |
2024―Mrz―30 |
Analyzing the stochastic dynamics of COVID-19 waves in Turkey using real data and piecewise sinusoidal functions |
Zafer Bekiryazici, Ayhan Önen |
| 7 |
[GO] |
2024―Mrz―25 |
Dynamical analysis of spatio-temporal CoVid-19 model |
Mohammad Ghani, Indah Fahmiyah, Ratih Ardiati Ningrum, Ananta Adhi Wardana |
| 8 |
[GO] |
2023―Mrz―07 |
Fractional order mathematical model for B.1.1.529 SARS-Cov-2 Omicron variant with quarantine and vaccination |
S. Dickson, S. Padmasekaran, Pushpendra Kumar |
| 9 |
[GO] |
2023―Feb―01 |
Optimal control of the coronavirus pandemic with both pharmaceutical and non-pharmaceutical interventions |
Segun I. Oke, Matthew I. Ekum, Olalekan J. Akintande, Michael O. Adeniyi, Tayo A. Adekiya, Ojodomo J. Achadu, et al. (+3) Maba B. Matadi, Olaniyi S. Iyiola, Sulyman O. Salawu |
| 10 |
[GO] |
2022―Sep―01 |
Fractional-order model on vaccination and severity of COVID-19 |
Nita H. Shah, Ekta N. Jayswal, Ankush H. Suthar |
| 11 |
[GO] |
2022―Jun―23 |
Third wave of COVID-19: mathematical model with optimal control strategy for reducing the disease burden in Nigeria |
B. I. Omede, U. B. Odionyenma, A. A. Ibrahim, Bolarinwa Bolaji |
| 12 |
[GO] |
2021―Mrz―13 |
Mathematical model for COVID-19 management in crowded settlements and high-activity areas |
A. Ssematimba, J. N. Nakakawa, J. Ssebuliba, J. Y. T. Mugisha |
| 13 |
[GO] |
2021―Mrz―03 |
Possibility of long-termed prediction of NACPs and NADPs of COVID-19 in different countries and regions via tanh basic functions |
Lijun Pei, Hongyang Zhang |
| 14 |
[GO] |
2020―Nov―09 |
Modelling the role of optimal social distancing on disease prevalence of COVID-19 epidemic |
Sangeeta Saha, G. P. Samanta |
