/ringbp

Simulate infectious disease transmission with contact tracing

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ringbp: Simulate infectious disease transmission with contact tracing

GitHub R package version R-CMD-check Codecov test coverage GitHub contributors License: MIT

ringbp is an R package that provides methods to simulate infectious disease transmission in the presence of contact tracing. It was initially developed to support a paper written in early 2020 to assess the feasibility of controlling COVID-19. For more details on the methods implemented here, see the associated paper.

Installation

The current development version of ringbp can be installed from GitHub using the pak package.

if(!require("pak")) install.packages("pak")
pak::pak("epiforecasts/ringbp")

Quick start

The main functionality of the package is in the scenario_sim() function. Here is an example for running 10 simulations of a given scenario:

library("ringbp")
library("ggplot2")

res <- scenario_sim(
  n.sim = 10, ## 10 simulations
  num.initial.cases = 1, ## one initial case in each of the simulations
  prop.asym = 0, ## no asymptomatic infections
  prop.ascertain = 0.2, ## 20% probability of ascertainment by contact tracing
  cap_cases = 4500, ## don't simulate beyond 4500 infections
  cap_max_days = 350, ## don't simulate beyond 350 days
  r0isolated = 0.5, ## isolated individuals have R0 of 0.5
  r0community = 2.5, ## non-isolated individuals have R0 of 2.5
  disp.com = 0.16, ## dispersion parameter in the community
  disp.iso = 1, ## dispersion  parameter of those isolated
  delay_shape = 1.651524, ## shape parameter of time from onset to isolation
  delay_scale = 4.287786, ## scale parameter of time from onset to isolation
  k = 0, ## skew of generation interval to be beyond onset of symptoms
  quarantine = FALSE ## whether quarantine is in effect
)

Plot of weekly cases

ggplot(
  data = res, aes(x = week, y = cumulative, col = as.factor(sim))
) +
  geom_line(show.legend = FALSE, alpha = 0.3) +
  scale_y_continuous(name = "Cumulative number of cases") +
  theme_bw()

Estimate extinction probability

extinct_prob(res, cap_cases = 4500)
#> [1] 0.7