Could malaria mosquitoes be controlled by periodic releases of transgenic mosquitocidal Metarhizium pingshaense fungus? A mathematical modeling approach (2025) [Link]
Authors: Binod Pant, Etienne Bilgo, Arnaja Mitra, Salman Safdar, Abdoulaye Diabate, Raymond St. Leger, Abba B Gumel.
Reducing NLP Model Embeddings for Deployment in Embedded Systems (2025) (In book: Advances in Data Science (pp.227-241)) [Link]
Authors: Karolyn Babalola, Arnaja Mitra, and Jing Qin.
Mathematical assessment of the impact of the R21/Matrix-M vaccine on the control of malaria in children in Burkina Faso [medRxiv]
Authors: Arnaja Mitra, and Abba B Gumel.
Heterogeneity and Risk in Epidemiological Modeling Strategies
Authors: Marina Mancuso, Nicole Zalewski, Amanda Bleichrodt, Arnaja Mitra, Mugdha Thakur, Christa Brelsford.
Equivariant Global Hopf Bifurcation in Abstract Nonlinear Parabolic Equations (2024) [Link]
Authors: Arnaja Mitra, Zalman Balanov, Wieslaw Krawcewicz, Dmitrii Rachinskii.
We developed an equivariant degree-based method for equations in abstract Hilbert spaces, allowing us to study the symmetric Hopf bifurcation in systems of both FDEs and PDEs without typical smoothness and genericity restrictions of the classical methods. Many problems in population dynamics, neural networks, fluid dynamics, solid mechanics, elasticity, chemistry, electrical engineering, etc., lead to studying the Hopf bifurcation in networks of identical oscillators coupled symmetrically or in systems of PDEs defined on symmetric domains.