Set Theory - Relationship

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The relationships between set structure is:

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One To One Relationship Function
Set Theory - Bijection function (One-to-one relationship)

A Bijection is a mathematical / set function between the elements of two sets (ie binary function) where each element of one set is paired with exactly one element of the other set, each element...
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Set Theory - Function (Mathematical)

A function in set theory is known as a Function_(mathematics)mathematical function. It is a relation between sets that associates: every element of the first set to exactly one element of the second...
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Set Theory - Operator (Operations)

operator in Set Theory that applies to set structure (set, bag) A data operator produce another set. All relational algebra operator are set-operator. A relationship operator produce...
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Set Theory - Subset relationship

The subset relationship indicates that every element of a set is also an element of another set. A is a subset of B. Every element of A is also an element of B.
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Set Theory - The in operator

The in relationship indicates that an object belongs to a set (equivalently, that the set contains the object).
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Set theory - Equality

in set theory The equality relationship indicates that two sets are equal if they contain exactly the same elements. (There is no order among elements of a set.) Two sets are equal if they contain...



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