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  • ---
    title: "Introduction to sirplus (V2)"
    date: "Last updated: 12 April 2020"
    vignette: >
      %\VignetteIndexEntry{Introduction to sirplus (V2)}
      %\VignetteEngine{knitr::rmarkdown}
      \usepackage[utf8]{inputenc}
    ---
    
    
    ```{r setup, include=FALSE}
    version_date <- lubridate::ymd("2020-04-12")
    knitr::opts_chunk$set(echo = TRUE, cache=FALSE, eval=TRUE, collapse = TRUE,
                          tidy.opts=list(width.cutoff=60), tidy=FALSE)
    ```
    
    ![](sirplus-logo-small.png)
    
    
    The sirplus package makes it easy to generate stochastic individual compartment 
    models (ICMs) to simulate contagious disease spread using compartments not 
    available in standard SIR packages. This method and most of the code was 
    originally written by Tim Churches (see his [blog post](https://timchurches.github.io/blog/posts/2020-03-18-modelling-the-effects-of-public-health-interventions-on-covid-19-transmission-part-2/)). The sirplus package was developed by 
    the Bioinformatics & Cellular Genomics team at St. Vincent's Institute of 
    Medical Research in order to help St. Vincents' Hospital model the COVID-19
    pandemic.
    
    The compartments available in this package include: 
    
    | Compartment | Functional definition                                                             |
    |-------------|-----------------------------------------------------------------------------------|
    | S           | Susceptible individuals                                                           |
    | E           | Exposed **and** infected, not yet symptomatic but potentially infectious          |
    | I           | Infected, symptomatic **and** infectious                                          |
    | Q           | Infectious, but (self-)isolated                                                   |
    | H           | Requiring hospitalisation (would normally be hospitalised if capacity available)  |
    | R           | Recovered, immune from further infection                                          |
    | F           | Case fatality (death due to infection, not other causes)                          |
    
    Again, for more information about these compartments and about the parameters 
    that are associated with them see Tim Churches's [blog post](https://timchurches.github.io/blog/posts/2020-03-18-modelling-the-effects-of-public-health-interventions-on-covid-19-transmission-part-2/).
    
    ```{r, load package}
    
    devtools::load_all()
    ```
    
    
    ## Simulate and inspect a baseline sirplus model
    
    ### Set parameters
    
    Here we will simulate the epidemiological data for a made-up population with 1000 
    susceptible individuals (S), 50 that are infected but not in the hospital or in 
    self-quarantine (I; maybe people that are infected/symptomatic but not tested/
    aware), 10 confirmed cases that have self-isolated (Q), and 1 confirmed case that
    has been hospitalized (H). We call this the baseline model because it uses 
    default parameters for disease spread (i.e. no additional interventions).
    
    ```{r, set parameters}
    s.num <- 2000  # number susceptible
    
    i.num <- 15  # number infected 
    q.num <- 5  # number in self-isolation
    h.num <- 1  # number in the hospital
    nsteps <- 90 # number of steps (e.g. days) to simulate
    control <- control_seiqhrf(nsteps = nsteps)
    
    param <- param_seiqhrf()
    
    init <- init_seiqhrf(s.num = s.num, i.num = i.num, q.num = q.num, h.num = h.num)
    
    print(init)
    print(control)
    print(param)
    ```
    
    
    ### Simulate baseline
    
    This will produce an seiqhrf object. 
    
    
    ```{r, run simulation}
    sim <- seiqhrf(init, control, param)
    sim
    
    ```
    
    ### Extract summary of the simulation
    
    ```{r, extract summary}
    res <- summary(sim)
    names(res)
    ```
    
    ### Inspect baseline transition distributions
    
    The sirplus model controls transitions between compartments, i.e. a change in state for an individual (e.g. going from self-isolation to hospital), using a variety of 
    transition parameters. You can use the `plot()` functions, and set parameter `method` as `times` 
    to examine the distributions of timings for various transitions based
    on these parameters. In the case of a disease with observed data available, these plots can be used to sanity check parameter settings.
    
    
    ```{r baseline sims, fig.height=8}
    plot(sim, "times")
    ```
    
    ### Plot baseline sirplus results
    
    To visualise your sirplus model, you can plot the change in prevalence (i.e. people) 
    over time in each compartment by changing parameter `method` to `models`. 
    
    ```{r viz prevalence}
    plot(sim, 
         start_date = lubridate::ymd("2020-01-01"),
         comp_remove = c('s.num', 'r.num'),
         plot_title = 'Baseline Model')
    ```