One-Altered Logarithmic Distribution
Density, distribution function, quantile function and random generation
for the one-altered zeta distribution with parameter pobs1.
doazeta(x, shape, pobs1 = 0, log = FALSE) poazeta(q, shape, pobs1 = 0) qoazeta(p, shape, pobs1 = 0) roazeta(n, shape, pobs1 = 0)
The probability function of Y is 1 with probability pobs1,
else a 1-truncated
zeta
distribution.
doazeta gives the density and
poazeta gives the distribution function,
qoazeta gives the quantile function, and
roazeta generates random deviates.
The argument pobs1 is recycled to the required length, and
must have values which lie in the interval [0,1].
T. W. Yee
shape <- 1.1; pobs1 <- 0.10; x <- (-1):7
doazeta(x, shape = shape, pobs1 = pobs1)
table(roazeta(100, shape = shape, pobs1 = pobs1))
## Not run: x <- 0:10
barplot(rbind(doazeta(x, shape = shape, pobs1 = pobs1),
dzeta(x, shape = shape)),
beside = TRUE, col = c("blue", "orange"), cex.main = 0.7, las = 1,
ylab = "Probability", names.arg = as.character(x),
main = paste("OAZ(shape = ", shape, ", pobs1 = ", pobs1,
") [blue] vs", " zeta(shape = ", shape,
") [orange] densities", sep = ""))
## End(Not run)Please choose more modern alternatives, such as Google Chrome or Mozilla Firefox.