The p-norm of the cdf evaluated between given limits or over the whole support.
cdfPNorm(object, p = 2, lower = NULL, upper = NULL)Distribution.
p-norm to calculate.
lower limit for integration, default is infimum.
upper limit for integration, default is supremum.
Given p-norm of cdf evaluated between limits as a numeric.
$cdfPNorm(object, p = 2, lower = NULL, upper = NULL)
The p-norm of the cdf is defined by $$(\int_a^b |F_X|^p d\mu)^{1/p}$$ where X is the distribution, \(F_X\) is the cdf and \(a, b\) are the limits of integration.
Returns NULL if distribution is not continuous.
Can only be used after decorating with ExoticStatistics.