DAYS.PER.MONTH          The average number of days per month.
E.vacc                  Calculates the expected number of vaccinations
                        for individuals.
calc.camp.coverage      Calculate the expected coverage of each
                        campaign given...
constant.post.9mo       Defines a simple cumulative distribution
                        function (CDF) with...
g                       Calculates the vaccination probability for
                        individuals.
get.E.vacc              Calculates the expected number of vaccinations
                        for all individuals...
get.prob.vacc           Calculates the vaccination probability for all
                        individuals in a group...
ll.coverage             Gets the log likelihood of a set of
                        observations.
ll.coverage.optim       Log likelihood for using optim.
ll.coverage.optim.const.post.9m
                        Log likelihood for using optim.
logistic                Defines a simple logistic function, @f$ e^x /
                        (1 + e^x) @f$.
make.sample.pop         Generates a sample survey population with ages
                        uniformly distributed...
mcmc.converge           Function to assess MCMC convergance of a chain
                        given a matrix of MCMC...
mcmc.estimate           Quick and dirty roll your own MCMC for
                        determining the CI for rho...
nine.month.pointmass    Defines a simple cumulative distribution
                        function (CDF) with...
sim.n.vacc.sample.pop   Calculates the number of vaccinations each
                        member of a sample population...
vaccinate.sample.pop    Vaccinates a sample population based on
                        probabilities generated from the...
vacem-package           Vaccination Activities Coverage Estimation
                        Model
w.matrix                Creates a weight matrix from (1) immunization
                        information for a set...
z.matrix                Creates an eligibility matrix, i...
