dot-sim_internal: Internal simulation function called by the exported...

In simulist: Simulate Disease Outbreak Line List and Contacts Data

Internal simulation function called by the exported simulation functions within simulist

Description

This internal function simulates a line list, and when sim_type is "contacts" or "outbreak" a contacts table as well.

Usage

.sim_internal(
  sim_type = c("linelist", "contacts", "outbreak"),
  contact_distribution,
  infectious_period,
  prob_infection,
  onset_to_hosp = NULL,
  onset_to_death = NULL,
  onset_to_recovery = NULL,
  reporting_delay = NULL,
  hosp_risk = NULL,
  hosp_death_risk = NULL,
  non_hosp_death_risk = NULL,
  outbreak_start_date,
  anonymise = NULL,
  outbreak_size,
  population_age,
  case_type_probs = NULL,
  contact_tracing_status_probs = NULL,
  config
)

Arguments

sim_type	A character string specifying which simulation function this function is being called within.
contact_distribution	A function or an ⁠<epiparameter>⁠ object to generate the number of contacts per infection. The function can be defined or anonymous. The function must have a single argument in the form of an integer vector with elements representing the number of contacts, and return a numeric vector where each element corresponds to the probability of observing the number of contacts in the vector passed to the function. The index of the numeric vector returned is offset by one to the corresponding probability of observing the number of contacts, i.e. the first element of the output vector is the probability of observing zero contacts, the second element is the probability of observing one contact, etc. An ⁠<epiparameter>⁠ can be provided. This will be converted into a probability mass function internally. The default is an anonymous function with a Poisson probability mass function (dpois()) with a mean (\lambda) of 2 contacts per infection.
infectious_period	A function or an ⁠<epiparameter>⁠ object for the infectious period. This defines the duration from becoming infectious to no longer infectious. In the simulation, individuals are assumed to become infectious immediately after being infected (the latency period is assumed to be zero). The time intervals between an infected individual and their contacts are assumed to be uniformly distributed within the infectious period. Infectious periods must be strictly positive. The function can be defined or anonymous. The function must return a vector of randomly generated real numbers representing sampled infectious periods. The function must have a single argument, the number of random infectious periods to generate. An ⁠<epiparameter>⁠ can be provided. This will be converted into random number generator internally. The default is an anonymous function with a lognormal distribution random number generator (rlnorm()) with meanlog = 2 and sdlog = 0.5.
prob_infection	A single numeric for the probability of a secondary contact being infected by an infected primary contact.
onset_to_hosp	A function or an ⁠<epiparameter>⁠ object for the onset-to-hospitalisation delay distribution. onset_to_hosp can also be set to NULL to not simulate hospitalisation (admission) dates. The function can be defined or anonymous. The function must return a vector of numerics for the length of the onset-to-hospitalisation delay. The function must have a single argument. An ⁠<epiparameter>⁠ can be provided. This will be converted into a random number generator internally. The default is an anonymous function with a lognormal distribution random number generator (rlnorm()) with meanlog = 1.5 and sdlog = 0.5. If onset_to_hosp is set to NULL then hosp_risk and hosp_death_risk will be automatically set to NULL if not manually specified.
onset_to_death	A function or an ⁠<epiparameter>⁠ object for the onset-to-death delay distribution. onset_to_death can also be set to NULL to not simulate dates for individuals that died. The function can be defined or anonymous. The function must return a vector of numerics for the length of the onset-to-death delay. The function must have a single argument. An ⁠<epiparameter>⁠ can be provided. This will be converted into a random number generator internally. The default is an anonymous function with a lognormal distribution random number generator (rlnorm()) with meanlog = 2.5 and sdlog = 0.5. If onset_to_death is set to NULL then non_hosp_death_risk and hosp_death_risk will be automatically set to NULL if not manually specified. For hospitalised cases, the function ensures the onset-to-death time is greater than the onset-to-hospitalisation time. After many (1000) attempts, if an onset-to-death time (from onset_to_death) cannot be sampled that is greater than a onset-to-hospitalisation time (from onset_to_hosp) then the function will error. Due to this conditional sampling, the onset-to-death times in the line list may not resemble the distributional form input into the function.
onset_to_recovery	A function or an ⁠<epiparameter>⁠ object for the onset-to-recovery delay distribution. onset_to_recovery can also be NULL to not simulate dates for individuals that recovered. The function can be defined or anonymous. The function must return a vector of numerics for the length of the onset-to-recovery delay. The function must have a single argument. An ⁠<epiparameter>⁠ can be provided. This will be converted into a random number generator internally. The default is NULL so by default cases that recover get an NA in the ⁠$date_outcome⁠ line list column. For hospitalised cases, the function ensures the onset-to-recovery time is greater than the onset-to-hospitalisation time. After many (1000) attempts, if an onset-to-recovery time (from onset_to_recovery) cannot be sampled that is greater than a onset-to-hospitalisation time (from onset_to_hosp) then the function will error. Due to this conditional sampling, the onset-to-recovery times in the line list may not resemble the distributional form input into the function.
reporting_delay	A function for the reporting delay distribution or NULL. The (random) number generating function creates delays between the time of symptom onset (⁠$date_onset⁠) and the case being reported (⁠$date_reporting⁠). The function can be defined or anonymous. The function must return a vector of numerics for the length of the reporting delay. The function must have a single argument. The default is NULL so by default there is no reporting delay, and the ⁠$date_reporting⁠ line list column is identical to the ⁠$date_onset⁠ column.
hosp_risk	Either a single numeric for the hospitalisation risk of everyone in the population, or a ⁠<data.frame>⁠ with age specific hospitalisation risks. Default is 20% hospitalisation (0.2) for the entire population. If the onset_to_hosp argument is set to NULL this argument will automatically be set to NULL if not specified or can be manually set to NULL. See details and examples for more information.
hosp_death_risk	Either a single numeric for the death risk for hospitalised individuals across the population, or a ⁠<data.frame>⁠ with age specific hospitalised death risks Default is 50% death risk in hospitals (0.5) for the entire population. If the onset_to_death argument is set to NULL this argument will automatically be set to NULL if not specified or can be manually set to NULL. See details and examples for more information. The hosp_death_risk can vary through time if specified in the time_varying_death_risk element of config, see vignette("time-varying-cfr", package = "simulist") for more information.
non_hosp_death_risk	Either a single numeric for the death risk for outside of hospitals across the population, or a ⁠<data.frame>⁠ with age specific death risks outside of hospitals. Default is 5% death risk outside of hospitals (0.05) for the entire population. If the onset_to_death argument is set to NULL this argument will automatically be set to NULL if not specified or can be manually set to NULL. See details and examples for more information. The non_hosp_death_risk can vary through time if specified in the time_varying_death_risk element of config, see vignette("time-varying-cfr", package = "simulist") for more information.
outbreak_start_date	A date for the start of the outbreak.
anonymise	A logical boolean for whether case names should be anonymised. Default is FALSE.
outbreak_size	A numeric vector of length 2 defining the minimum and the maximum number of infected individuals for the simulated outbreak. Default is c(10, 1e4), so the minimum outbreak size is 10 infected individuals, and the maximum outbreak size is 10,000 infected individuals. Either number can be changed to increase or decrease the maximum or minimum outbreak size to allow simulating larger or smaller outbreaks. If the minimum outbreak size cannot be reached after running the simulation for many iterations (internally) then the function errors, whereas if the maximum outbreak size is exceeded the function returns the data early and a warning stating how many cases and contacts are returned.
population_age	Either a numeric vector with two elements or a ⁠<data.frame>⁠ with age structure in the population. Use a numeric vector to specific the age range of the population, the first element is the lower bound for the age range, and and the second is the upper bound for the age range (both inclusive, i.e. [lower, upper]). The ⁠<data.frame>⁠ with age groups and the proportion of the population in that group. See details and examples for more information.
case_type_probs	A named numeric vector with the probability of each case type. The names of the vector must be "suspected", "probable", "confirmed". Values of each case type must sum to one.
contact_tracing_status_probs	A named numeric vector with the probability of each contact tracing status. The names of the vector must be "under_followup", "lost_to_followup", "unknown". Values of each contact tracing status must sum to one.
config	A list of settings to adjust the randomly sampled delays and Ct values. See create_config() for more information.

Value

A ⁠<data.frame>⁠ if sim_type is "linelist" or "contacts", or a list of two ⁠<data.frame>⁠s if sim_type is "outbreak".

simulist documentation built on April 12, 2025, 1:34 a.m.