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Common Set Theory Notation

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StarStarStarStar

Z\mathbb{Z}

StarStarStarStar

Set of integers

StarStarStarStar

\cap

StarStarStarStar

Intersection

StarStarStarStar

Q\mathbb{Q}

StarStarStarStar

Set of rational numbers

StarStarStarStar

\cup

StarStarStarStar

Union

StarStarStarStar

\setminus

StarStarStarStar

Set difference

StarStarStarStar

\in

StarStarStarStar

Element of

StarStarStarStar

\supset

StarStarStarStar

Superset of

StarStarStarStar

\emptyset

StarStarStarStar

Empty set

StarStarStarStar

R\mathbb{R}

StarStarStarStar

Set of all real numbers

StarStarStarStar

\subset

StarStarStarStar

Subset of

StarStarStarStar

N\mathbb{N}

StarStarStarStar

Set of natural numbers

StarStarStarStar

C\mathbb{C}

StarStarStarStar

Set of complex numbers

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