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Intersection set theory - Basic definition | A Wisdom Archive on Intersection set theory - Basic definition | | Intersection set theory - Basic definition A selection of articles related to Intersection set theory - Basic definition | |
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More material related to Intersection Set Theory can be found here:
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Intersection set theory, Intersection set theory - Arbitrary intersections, Intersection set theory - Basic definition, Intersection set theory - Nullary intersection, Naive set theory, Union, Complement, Symmetric difference
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ARTICLES RELATED TO Intersection set theory - Basic definition | | | |  Intersection set theory - Basic definition: Encyclopedia II - Intersection set theory - Basic definitionThe intersection of A and B is written "A ∩ B". Formally:
x is an element of A ∩ B if and only if
x is an element of A and
x is an element of B.
For example, the intersection of the sets {1, 2, 3} and {2, 3, 4} is {2, 3}. The number 9 is not contained in the intersection of the set of prime numbers
{2, 3, 5, 7, 11, … ...
See also:Intersection set theory, Intersection set theory - Basic definition, Intersection set theory - Arbitrary intersections, Intersection set theory - Nullary intersection Read more here: » Intersection set theory: Encyclopedia II - Intersection set theory - Basic definition |
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