võimaskomplekti
Võimaskomplekti, often translated as "power set" in English, refers to a fundamental concept in set theory. It is the collection of all possible subsets of a given set. For any set A, its power set, denoted as P(A) or 2^A, includes the empty set (a set with no elements) and the set A itself.
Consider a simple set A = {a, b}. The subsets of A are: the empty set {}, the set
The number of elements in the power set of a set with n elements is always 2^n.
The concept of power sets is crucial in various areas of mathematics, including combinatorics, abstract algebra,