test_probs_pvt_fx: Test Probability function for private tests

Description Usage Arguments Value

View source: R/Testing_Functions.R

Description

Function to generate probability of getting tested based on income, race, symptoms, and known contacts

Usage

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test_probs_pvt_fx(
  income,
  race,
  essential,
  t_symptoms,
  state,
  t_since_contact,
  res_inf,
  res_type,
  tests_avail,
  symp_mult,
  race_mult,
  cont_mult,
  res_mult,
  nosymp_state_mult,
  symp_state_mult,
  hosp_mult
)

Arguments

income

vector of agent income (1 = <50k ; 2 = 50-100k per year ; 3 = >100k per year)

race

vector of agent races

essential

binary of whether agent is an essential worker

t_symptoms

vector of time experiencing symptoms

state

infectious state

t_since_contact

vector of time left that person with known contact will consider contact a factor in testing decision

res_inf

Number of identified infectious individuals in residence

res_type

vector of residence types, "H", "N", "P"

tests_avail

number of tests available - creates multiplier to serve as proxy for how good identification of infected individuals is

symp_mult

multiplier for test probability for agents with symptoms. Acts on a per-day with symptoms basis, so 2 days with symptoms * 'symp_mult=10' would lead to 20x increase in test prob

race_mult

vector with same length as number of race groups with change in baseline probability of being tested

cont_mult

multiplier for test probability for agents with suspeceted contact

res_mult

multiplier for test probability for agents with known infection in their residence

nosymp_state_mult

multiplier for test probability for agents who are infected but not shopwing symptoms (Ia or Ip)

symp_state_mult

multiplier for test probability for agents who are infected andshowing symptoms (Im or Imh)

hosp_mult

multiplier for test probability for agents who are infected and hospitalized

Value

vector of length n_agents with generated test probabilities


cmhoove14/LEMMAABMv4 documentation built on Nov. 1, 2021, 10:23 p.m.