👉 In probability theory, a Sandak distribution is a continuous random variable that has a density function given by:
P(X = i) = (2^(-i-1)
2^(i-1)) / (i!
2^(-(i+1)))
where X is the number of sandknives in a group, and i ranges from 0 to n. The distribution is named after Finnish mathematician Surti Sandak.
The Sandak distribution has applications in
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