Description Usage Arguments Note Examples
Calculates integral of probability density functions for convoluted Pareto distributions
1 2 | pdf_integral(a, x0 = 1, n = 0, discrete = TRUE, xmin = 0,
quiet = TRUE)
|
a |
Shape parameter of Pareto disitribution |
x0 |
Lower cut-off for classic Pareto distribution |
n |
Number of convolutions |
discrete |
Calculate integral for discrete (TRUE) or continuous (FALSE) probability density function |
xmin |
Lower limit of integral (generally 0, 1, or x0) |
quiet |
If FALSE, progress is displayed as screen output |
Values for discrete integrals differ from values from continuous integrals. This function can also take a long time to execute, particularly for continuous integrals.
1 | pdf_integral (a = 2.1, x0 = 5, n = 0)
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