% Generated by roxygen2: do not edit by hand
% Please edit documentation in R/chapter14_multiple_decrement.R
\name{thiele_path_01}
\alias{thiele_path_01}
\title{Backward reserve path for a disability model with recovery}
\usage{
thiele_path_01(
  h,
  n,
  delta,
  Pbar,
  B,
  R,
  mu01,
  mu02,
  mu10,
  mu12,
  V0_n = 0,
  V1_n = 0
)
}
\arguments{
\item{h}{Positive step size.}

\item{n}{Nonnegative final time.}

\item{delta}{Force of interest.}

\item{Pbar}{Continuous premium rate.}

\item{B}{Death benefit.}

\item{R}{Continuous disability income rate.}

\item{mu01}{Healthy-to-disabled intensity function.}

\item{mu02}{Healthy-to-deceased intensity function.}

\item{mu10}{Disabled-to-healthy intensity function.}

\item{mu12}{Disabled-to-deceased intensity function.}

\item{V0_n}{Terminal healthy-state reserve.}

\item{V1_n}{Terminal disabled-state reserve.}
}
\value{
A data frame with columns \code{t}, \code{tV0}, and \code{tV1}.
}
\description{
Computes a backward Euler reserve path from terminal healthy-state and
disabled-state reserves.
}
