EpiModel

EpiModel models the population dynamics of infectious disease transmission using stochastic network-based mathematical models implemented in the R programming environment.


Key Features:

  • Network-Based Modeling Framework: Models epidemics on contact networks to represent interpersonal contact patterns that drive transmission.
  • Stochastic Simulation Framework: Implements a general stochastic framework to represent variability in epidemic spread on networks.
  • Integration with Temporal Exponential Random Graph Models (TERGMs): Leverages TERGMs to fit and incorporate empirical contact network structure and temporal network dynamics into simulations.
  • Extensible Application Programming Interface (API): Provides an API to extend models and implement custom network, epidemic, or intervention components.
  • Implementation in R: Implemented within the R programming environment.

Scientific Applications:

  • Outbreak Simulation: Simulates outbreak scenarios to explore epidemic curves and transmission dynamics.
  • Intervention Strategy Evaluation: Evaluates the epidemiological impact of interventions and control strategies through network-based simulations.
  • Public Health Policy Assessment: Assesses potential effects of public health policies on disease spread at the population level.
  • Transmission Dynamics with Empirical Contact Data: Investigates diseases whose transmission depends on social interactions by integrating empirical contact data into network models.

Methodology:

Constructs stochastic network-based models with temporal dynamics and simulates epidemic spread, integrating temporal exponential random graph models (TERGMs) to incorporate empirical contact networks; implemented in R.

Topics

Details

License:
GPL-3.0
Tool Type:
library
Operating Systems:
Linux, Windows, Mac
Programming Languages:
R
Added:
7/29/2018
Last Updated:
12/10/2018

Operations

Publications

Jenness SM, Goodreau SM, Morris M. <b>EpiModel</b> : An <i>R</i> Package for Mathematical Modeling of Infectious Disease over Networks. Journal of Statistical Software. 2018;84(8). doi:10.18637/jss.v084.i08. PMID:29731699. PMCID:PMC5931789.

Documentation