Truncated Exponential Distribution

This generates random numbers from a truncated Exponential distribution, i.e. from `X | X > l` or `X | X < r` when `X ~ Exp(rate)`. The advantage here is that we guarantee to return exactly `n` numbers and without using a loop internally. This can be derived from the quantile functions of the left- and right-truncated Exponential distributions.

rtexp(n, rate, l = NULL, r = NULL)

Arguments

n

number of random numbers.

rate

non-negative rate.

l

positive left-hand truncation parameter.

r

positive right-hand truncation parameter.

Value

The random numbers. If neither `l` nor `r` are provided then the usual Exponential distribution is used.

Examples

x <- stats::rexp(1e6, rate = 5)
x <- x[x > 0.5]
hist(x)


y <- rtexp(1e6, rate = 5, l = 0.5)
hist(y)


z <- rtexp(1e6, rate = 5, r = 0.5)
hist(z)