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Summary Of: Union (set theory)

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set theory | A Venn diagram representing the union of sets A and B. The area where the circles join, also shown in red is the intersection of the two sets. | | Venn diagram | intersection | cardinality | prime numbers | even numbers | associative | commutative | empty set | identity element | zero | logical disjunction | intersection | complement | power set | Boolean algebra | distribute | De Morgan's laws | symmetric difference | Boolean ring | associative operation | finite set | if and only if | for at least one | axiom of union | axiomatic set theory | existential quantification | index set | natural numbers | infinite series | analysis | σ-algebras | Naive set theory | Symmetric difference | Disjoint union | Intersection (set theory) | Complement (set theory) | Cardinality | Wikimedia Commons | Categories | Abstract algebra | Algebra | Basic concepts in set theory | Binary operations |
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