Is empty set is a part/subset of some/any set from the point of view of set theory?
Is empty set is a part/subset of some/any set from the point of view of set theory?
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Is empty set is a part/subset of some/any set from the point of view of set theory?
Yes, an empty set is considered a subset of other sets.
A particular example is that a powerset (the set of all subsets) always includes the empty set.
Per Wikipedia: