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A function that gives the power set \(P(S)\) of any non empty set S.
power_set(n, ordinal = FALSE)
A list of \(2^n -1\) subsets (The empty set is excluded)
an integer. The cardinal of the set
a boolean. If TRUE the power set is only composed of subsets of consecutive elements, FALSE (by default) otherwise.
Gregory Guernec
otrecod.pkg@gmail.com
Devlin, Keith J (1979). Fundamentals of contemporary set theory. Universitext. Springer-Verlag
# Powerset of set of 4 elements set1 <- power_set(4) # Powerset of set of 4 elements by only keeping # subsets of consecutive elements set2 <- power_set(4, ordinal = TRUE)
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