Compartmental models in epidemiology

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Related lectures (12)

Stochastic Analysis & Epidemic Containment Models

Delves into stochastic analysis, contract theory, and epidemic models, exploring uncertainties and interventions in epidemiology.

Epidemic Spreading Models

Covers classical models of epidemic spreading and dynamics on networks with examples.

Transcritical Bifurcation in Dynamical Systems

Explores transcritical bifurcation in dynamical systems, with a focus on SIS epidemics and their mathematical analysis.

Social and Information Networks: Processes

Covers computing measures over large networks, random walks, conductance bound, and epidemic models.

Transcritical Bifurcation: SIS Epidemics

Explores transcritical bifurcation in SIS epidemics, analyzing mathematical equations and system dynamics.

Compartmental Models: Active Dendrites

Explores compartmental models in computational neuroscience, focusing on active dendrites and experimental findings.

Fair Distribution of Water

Explores the dynamics and control of waterborne diseases, emphasizing fair water distribution and disease evolution.

Statistical Analysis of Network Data

Explores epidemics in network data, covering SIR model, basic reproductive ratio, percolation, directed networks, and maximum likelihood estimation.

Dendrite as a Cable

Discusses dendrites as cables, covering the cable equation derivation and current conservation in coupled compartments.

Derivation of the Cable Equation

Explores the derivation of the cable equation for modeling dendrites in computational neuroscience.

Pharmacokinetics Modeling: Zero and First-Order Kinetics

Explores pharmacokinetics modeling, covering zero and first-order kinetics, drug distribution, and key parameters for drug elimination.

Epidemics and Bootstrap Percolation in Square Lattice

Explores epidemics spread models and Bootstrap Percolation in square lattice networks, focusing on the Kolmogorov equation and probability generating functions.

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