The work extends a strong threshold theorem for balanced bilinear models in mathematical epidemiology, showing equilibrium existence via a spectral radius condition on a state-dependent next-generation matrix and classifying eigenvector-based Lyapunov constructions.
Vaccination in a two-strain model with cross-immunity and antibody-dependent enhancement.arXiv preprint arXiv:2302.02263, 2023
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A Perron-Frobenius strong threshold theorem for (A, B, P, {\phi}) balanced bilinear models, and the role of left and right Perron eigenvectors in mathematical epidemiology
The work extends a strong threshold theorem for balanced bilinear models in mathematical epidemiology, showing equilibrium existence via a spectral radius condition on a state-dependent next-generation matrix and classifying eigenvector-based Lyapunov constructions.