crossrunsymm: Joint Probabilities for Crossings and Runs, Symmetric Case
Description
Joint probability distribution for the number of crossings
C and the longest run L in a sequence of n independent Bernoulli observations
with success probability p. To enhance precision, results are stored
in mpfr arrays and the probabilities are multiplied by \(m^{n-1}\)
for a multiplier m. This is for the symmetric case with success
probability 0.5, in which the multiplied probabilities are
integers for the default value 2 of the multiplier.