We provide a global analysis of two HIV compartmental models. •. The infection-free equilibrium is globally asymptotically stable for R 0 ≤ 1 .
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Abstract. Based on heterogeneities in drug efficacy (either spatial or phenotypic), two HIV compartmental models were proposed in Callaway and Perelson ...
Apr 4, 2024 · In this study, we present a novel mathematical model comprising a system of delay differential equations to describe the dynamics of intramural HIV infection.
We consider an HIV pathogenesis model incorporating antiretroviral therapy and HIV replication time. We investigate the existence and stability of equilibria, ...
Hill et al [52] examined a large class of stochastic viral dynamics models ... Dynamic Constraints on the Second Phase Compartment of HIV-infected Cells.
These models are used to analyze the disease dynamics and to estimate the total number of infected people, the total number of recovered people, and to estimate ...
Missing: HIV | Show results with:HIV
In recent times, mathematical modeling has become the most powerful tool to incorporate the dynamic behaviors of infectious diseases.
Apr 13, 2023 · The model includes three stages of infectiousness: acute, chronic, and virally suppressed. We calculate HIV incidence and the fraction of new ...
In this paper, we formulate the intricate process of Human Immunodeficiency Virus (HIV) infection in a mathematical model.
Missing: compartmental | Show results with:compartmental
Based on heterogeneities in drug efficacy (either spatial or phenotypic), two HIV compart- mental models were proposed in Callaway and Perelson (2002) to ...