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Expected value of \(n^q\) when \(n\) follows a Poisson law.
Enq(n, q)
A vector of the same length as n containing the transformed values.
n
A positive integer vector.
A positive number.
The expectation of \(n^q\) when \(n\) follows a Poisson ditribution has been derived by Grassberger (1988).
Grassberger, P. (1988). Finite sample corrections to entropy and dimension estimates. Physics Letters A 128(6-7): 369-373.
# Compare n <- c(2,3) Enq(n, q=2) # with n^2 # Result is 1 Enq(n, q=0) # Result is 0 Enq(n, q=5)
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