This requires the model to be Markov, and is not valid for semi-Markov
models, as it works by wrapping
pmatrix.fs to calculate the
transition probability over a very large time. As it also works on a
fmsm object formed from transition-specific time-to-event models,
it therefore only works on competing risks models, defined by just one starting
state with multiple destination states representing competing events.
For these models, this function returns the probability governing which
competing event happens next. However this function simply wraps
so for other models,
pmatrix.simfs can be used with a
large forecast time
Object returned by
Data frame of covariate values, with one column per covariate, and one row per alternative value.
State from which to calculate the transition probability
state. This should refer to the name of a row of the transition matrix
Large time to use for forecasting final state probabilities.
The transition probability from zero to this time is used. Note
Number of simulations to use to calculate 95% confidence intervals
based on the asymptotic normal distribution of the basic parameter
Number of processor cores to use. If
A data frame with one row per covariate value and destination state,
giving the state in column
state, and probability in column
val. Additional columns
upper for the
confidence limits are returned if
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