In Set theory, the relative complement of a set in another is the set of all elements that are not in the former set and in the later. It is a binary operation on sets that is defined as:
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Set theory, Set, Element, Subset, Equality, Empty Set, Enumeration, Function, Ordered pair, Uncountable set, Extensionality, Finite set, Domain, Codomain, Image, DeMorgan's Laws
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