A mathematical modeling study demonstrates that sustainable funding and targeted psychosocial interventions can eliminate backward bifurcation and control tuberculosis transmission ...
A mathematical study reveals that accounting for psyllid feeding preference substantially raises estimated citrus greening transmission while an intercropping ratio ...
Mathematicians have established threshold dynamics and asymptotic properties for a discrete-time reaction-diffusion SIS epidemic model operating in spatially heterogeneous and ...
A computational modeling study shows that combining vaccination, prevention, and quarantine interventions significantly reduces disease transmission and stabilizes fear-induced behavioral ...
A mathematical eco-epidemiological model reveals that excessive prey herd isolation and high-intensity culling can starve predators and trigger compensatory disease ...
A five-compartment mathematical model indicates that interconnected sexual and injection transmission pathways sustain HIV persistence among sex workers and injecting ...
A mathematical modeling study demonstrates that partial vaccination reduces malaria burden but requires vector control to drive transmission below the ...
Researchers have developed a fractional-order mathematical model showing that behavioral memory softens outbreak peaks and slows the transmission dynamics of ...
A new mathematical model integrates self-regulating and predator-prey CTL responses to analyze the stability and persistence of HTLV-I infection within ...
R. Sofia and Mini Ghosh from the Vellore Institute of Technology in Chennai, India.
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