Pages that link to "Item:Q1006253"

The following pages link to Calculation of \({\mathcal R}_0\) for age-of-infection models (Q1006253):

Displaying 12 items.

• Discrete epidemic models with arbitrary stage distributions and applications to disease control (Q383108) (← links)
• Modeling and analysis of the San Francisco city clinic cohort (SFCCC) HIV-epidemic including treatment (Q465350) (← links)
• General compartmental epidemic models (Q606342) (← links)
• Transmission dynamics of an influenza model with age of infection and antiviral treatment (Q616204) (← links)
• Computation of \(\mathcal R\) in age-structured epidemiological models with maternal and temporary immunity (Q896620) (← links)
• Some bounds on estimates for reproductive ratios derived from the age- specific force of infection (Q1340489) (← links)
• Variability order of the latent and the infectious periods in a deterministic SEIR epidemic model and evaluation of control effectiveness (Q2269782) (← links)
• On the early epidemic dynamics for pairwise models (Q2632859) (← links)
• The Basic Reproduction Number of Infectious Diseases: Computation and Estimation Using Compartmental Epidemic Models (Q2820307) (← links)
• The concept of <i>R_o</i> in epidemic theory (Q4715795) (← links)
• An age-of-infection model with both symptomatic and asymptomatic infections (Q6038685) (← links)
• Epidemic dynamics with time-varying transmission risk reveal the role of disease stage-dependent infectiousness (Q6078393) (← links)