Set Theory - Cross Product (Cartesian product)

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The cartesian product is a set operator between two set A and B that produces a set of all pairs (a, b) where:

  • <math>a \in A</math> (ie a in A)
  • and <math>b \in B</math> (ie b in B)


<MATH>\Large A \times B</MATH>


A = {1, 2} 
B = {a, b}
A x B = {(1,a), (1,b), ((1,c), (2,a), (2,b), (2,c)}



See SQL - Cross Join / Cartesian Product / Cross Product

Relational Algebra

See Relational Operator - Cross Product

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