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National Science Foundation, Mathematical and Physical Sciences (MPS)
People:
2021 – 2024 Continue Reading Collaborative Research: Genetic-epidemiology framework for malaria mosquito and disease
National Science Foundation, Mathematical and Physical Sciences (MPS)
People:
2019 – 2020 Continue Reading Seventh International Conference on Mathematical Modeling and Analysis of Populations in Biological Systems (ICMA-VII)
Oveson A, Gumel AB. (2026). Projected effects of removing school-entry vaccination requirements on measles transmission in Florida. Proceedings of the National Academy of Sciences of the United States of America, 123(40)
Oveson A, Girvan M, Gumel AB. (2025). Modeling the impact of hospitalization-induced behavioral changes on the spread of COVID-19 in New York City. Infectious Disease Modelling, 10(4)
Pant B, Safdar S, Ngonghala CN, Gumel AB. (2025). Mathematical Assessment of Wastewater-Based Epidemiology to Predict SARS-CoV-2 Cases and Hospitalizations in Miami-Dade County. Acta biotheoretica, 73(1)
Park S, Lim H, Gumel AB. (2025). Mathematical Assessment of the Roles of Vaccination and Pap Screening on the Burden of HPV and Related Cancers in Korea. Bulletin of mathematical biology, 87(12)
Pant B, Safdar S, Santillana M, Gumel AB. (2024). Mathematical Assessment of the Role of Human Behavior Changes on SARS-CoV-2 Transmission Dynamics in the United States. Bulletin of mathematical biology, 86(8)
Chen J, Espinoza B, Chou J, Gumel AB, Levin SA, Marathe M. (2024). A simple model of coupled individual behavior and its impact on epidemic dynamics. Mathematical biosciences
Pant B, Gumel AB. (2024). Mathematical assessment of the roles of age heterogeneity and vaccination on the dynamics and control of SARS-CoV-2. Infectious Disease Modelling, 9(3)
Gumel AB, Henson S. (2024). Introduction. Journal of biological dynamics, 18(1)
Maldarelli ME, Song H, Brown CH, Situt M, Reilly C, Mahurkar AA, Felix V, Crabtree J, Ellicott E, Jurczak MO, Pant B, Gumel A, Zafari Z, D'Souza W, Sapkota A, Maron BA. (2024). Polluted Air from Canadian Wildfires and Cardiopulmonary Disease in the Eastern US. JAMA network open, 7(12)
Alatawi A, Gumel AB. (2024). Mathematical assessment of control strategies against the spread of MERS-CoV in humans and camels in Saudi Arabia. Mathematical biosciences and engineering : MBE, 21(7)
Mohammed-Awel J, Gumel AB. (2023). Can insecticide resistance increase malaria transmission? A genetics-epidemiology mathematical modeling approach. Journal of mathematical biology, 87(2)
Brozak SJ, Mohammed-Awel J, Gumel AB. (2022). Mathematics of a single-locus model for assessing the impacts of pyrethroid resistance and temperature on population abundance of malaria mosquitoes. Infectious Disease Modelling, 7(3)
Gumel AB, Iboi EA, Ngonghala CN, Ngwa GA. (2021). Toward Achieving a Vaccine-Derived Herd Immunity Threshold for COVID-19 in the U.S. Frontiers in public health, (9)
Malik TM, Mohammed-Awel J, Gumel AB, Elbasha EH. (2021). Mathematical assessment of the impact of cohort vaccination on pneumococcal carriage and serotype replacement. Journal of biological dynamics, 15(sup1)
Brozak SJ, Pant B, Safdar S, Gumel AB. (2021). Dynamics of COVID-19 pandemic in India and Pakistan: A metapopulation modelling approach. Infectious Disease Modelling
Mancuso M, Eikenberry SE, Gumel AB. (2021). Will vaccine-derived protective immunity curtail COVID-19 variants in the US?. Infectious Disease Modelling, (6)
Elbasha EH, Gumel AB. (2021). Vaccination and herd immunity thresholds in heterogeneous populations. Journal of mathematical biology, 83(6-7)
Gumel A, Kuang Y. (2021). Editorial. Journal of biological dynamics, 15(sup1)
Ngonghala CN, Knitter JR, Marinacci L, Bonds MH, Gumel AB. (2021). Assessing the impact of widespread respirator use in curtailing COVID-19 transmission in the USA. Royal Society open science, 8(9)
Gumel AB, Iboi EA, Ngonghala CN, Elbasha EH. (2020). A primer on using mathematics to understand COVID-19 dynamics: Modeling, analysis and simulations. Infectious Disease Modelling, (6)
Taghikhani R, Sharomi O, Gumel AB. (2020). Dynamics of a two-sex model for the population ecology of dengue mosquitoes in the presence of Wolbachia. Mathematical biosciences, (328)
Enahoro I, Eikenberry S, Gumel AB, Huijben S, Paaijmans K. (2020). Long-lasting insecticidal nets and the quest for malaria eradication: a mathematical modeling approach. Journal of mathematical biology, 81(1)
Eikenberry SE, Mancuso M, Iboi E, Phan T, Eikenberry K, Kuang Y, Kostelich E, Gumel AB. (2020). To mask or not to mask: Modeling the potential for face mask use by the general public to curtail the COVID-19 pandemic. Infectious Disease Modelling, (5)
Iboi EA, Sharomi O, Ngonghala CN, Gumel AB. (2020). Mathematical modeling and analysis of COVID-19 pandemic in Nigeria. Mathematical biosciences and engineering : MBE, 17(6)
Mohammed-Awel J, Iboi EA, Gumel AB. (2020). Insecticide resistance and malaria control: A genetics-epidemiology modeling approach. Mathematical biosciences, (325)
Ngonghala CN, Iboi EA, Gumel AB. (2020). Could masks curtail the post-lockdown resurgence of COVID-19 in the US?. Mathematical biosciences, (329)
Iboi EA, Ngonghala CN, Gumel AB. (2020). Will an imperfect vaccine curtail the COVID-19 pandemic in the U.S.?. Infectious Disease Modelling, (5)
Ngonghala CN, Iboi E, Eikenberry S, Scotch M, MacIntyre CR, Bonds MH, Gumel AB. (2020). Mathematical assessment of the impact of non-pharmaceutical interventions on curtailing the 2019 novel Coronavirus. Mathematical biosciences, (325)
Dénes A, Gumel AB. (2019). Modeling the impact of quarantine during an outbreak of Ebola virus disease. Infectious Disease Modelling, (4)
Mohammed-Awel J, Gumel AB. (2019). Mathematics of an epidemiology-genetics model for assessing the role of insecticides resistance on malaria transmission dynamics. Mathematical biosciences, (312)
Taghikhani R, Gumel AB. (2018). Mathematics of dengue transmission dynamics: Roles of vector vertical transmission and temperature fluctuations. Infectious Disease Modelling, (3)
Mohammed-Awel J, Agusto F, Mickens RE, Gumel AB. (2017). Mathematical assessment of the role of vector insecticide resistance and feeding/resting behavior on malaria transmission dynamics: Optimal control analysis. Infectious Disease Modelling, (3)
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