.fit.param.fi.geom <- function(counting, i, kmax, cens.beg, cens.end) {
# Estimation of the parameters of the distribution (No censoring case)
theta0 <- sum(counting$Nik[i, ]) / sum(1:kmax * counting$Nik[i, ])
if (!cens.beg & cens.end) {# Censoring at the end
logLik <- function(par) {
mask <- counting$Nik[i, ] != 0
kmask <- (0:(kmax - 1))[mask]
fk <- rep.int(x = 0, times = kmax)
fk[mask] <- dgeom(x = kmask, prob = par, log = TRUE)
mask <- counting$Neik[i, ] != 0
kmask <- (0:(kmax - 1))[mask]
Fk <- rep.int(x = 0, times = kmax)
Fk[mask] <- pgeom(q = kmask, prob = par, lower.tail = FALSE, log.p = TRUE)
return(-(sum(counting$Nik[i, ] * fk) + sum(counting$Neik[i, ] * Fk)))
}
mle <- optim(par = theta0, logLik, method = "Brent", lower = 0, upper = 1)
theta <- mle$par
} else if (cens.beg & !cens.end) {# Censoring at the beginning
logLik <- function(par) {
mask <- counting$Nik[i, ] != 0
kmask <- (0:(kmax - 1))[mask]
fk <- rep.int(x = 0, times = kmax)
fk[mask] <- dgeom(x = kmask, prob = par, log = TRUE)
mask <- counting$Nbik[i, ] != 0
kmask <- (0:(kmax - 1))[mask]
Fk <- rep.int(x = 0, times = kmax)
Fk[mask] <- pgeom(q = kmask, prob = par, lower.tail = FALSE, log.p = TRUE)
return(-(sum(counting$Nik[i, ] * fk) + sum(counting$Nbik[i, ] * Fk)))
}
mle <- optim(par = theta0, logLik, method = "Brent", lower = 0, upper = 1)
theta <- mle$par
} else if (cens.beg & cens.end) {# Censoring at the beginning and at the end
logLik <- function(par) {
mask <- counting$Nik[i, ] != 0
kmask <- (0:(kmax - 1))[mask]
fk <- rep.int(x = 0, times = kmax)
fk[mask] <- dgeom(x = kmask, prob = par, log = TRUE)
mask <- counting$Nebik[i, ] != 0
kmask <- (0:(kmax - 1))[mask]
Fk <- rep.int(x = 0, times = kmax)
Fk[mask] <- pgeom(q = kmask, prob = par, lower.tail = FALSE, log.p = TRUE)
return(-(sum(counting$Nik[i, ] * fk) + sum(counting$Nebik[i, ] * Fk)))
}
mle <- optim(par = theta0, logLik, method = "Brent", lower = 0, upper = 1)
theta <- mle$par
} else {# No censoring
theta <- theta0
}
return(c(theta, NA))
}
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