Cartesian power
n-fold Cartesian product of a set with itself
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Cartesian power
Summary
Cartesian power is a set operation[1].
Key Facts
- Cartesian power's instance of is recorded as set operation[2].
- Cartesian power's instance of is recorded as binary operation[3].
- Cartesian power's subclass of is recorded as Cartesian product[4].
- Cartesian power's notation is recorded as superscript[5].
- Cartesian power's different from is recorded as power set[6].
- Cartesian power's defining formula is recorded as S^n = \underbrace{ S \times S \times \cdots \times S}_{n}[7].
- Cartesian power's nLab ID is recorded as cartesian power[8].
- Cartesian power's in defining formula is recorded as n[9].
- Cartesian power's in defining formula is recorded as S[10].
- Cartesian power's in defining formula is recorded as \cdot \times \cdot \times \cdots \times \cdot[11].