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LaTeX Reference

#

Basics #

Symbol	Description	LaTeX
$\cdot$	Multiplication dot	`\cdot`
$\cdots$	Dots	`\cdots`
$\frac{x}{y}$	Fraction	`\frac{x}{y}`
$\ge$	Greater than or equal to	`\ge`
$\le$	Less than or equal to	`\le`
$\ne$	Not equal to	`\ne`
$\sum_{i=0}^{n}$	Summation	`\sum_{i=0}^{n}`
$\infty$	Infinity	`\infty`
$\lim_{x \to \infty}$	Limit	`\lim_{x \to \infty}`

Propositional Logic #

Symbol	Description	LaTeX
$\implies$	Implication	`\implies`
$\iff$	Logical equivalence	`\iff`
$\equiv$	Congruence	`\equiv`
$\exists$	Existence	`\exists`
$\in$	Inclusion	`\in`
$\land$	Conjunction (and)	`\land`
$\lor$	Disjunction (or)	`\lor`
$\lnot$	Negation (not)	`\lnot`
$\forall$	For all	`\forall`
$\oplus$	Exclusive or (xor)	`\oplus`

Sets #

Symbol	Description	LaTeX
$\mathbb{C}$	Complex numbers	`\mathbb{C}`
$\mathbb{R}$	Real numbers	`\mathbb{R}`
$\mathbb{Q}$	Rational numbers	`\mathbb{Q}`
$\mathbb{Z}$	Integers	`\mathbb{Z}`
$\mathbb{N}$	Natural numbers	`\mathbb{N}`
$\mathscr{P}$	Power set	`\mathscr{P}`
$\cup$	Union (set or)	`\cup`
$\cap$	Intersection (set and)	`\cap`
$\emptyset$	Empty Set	`\emptyset`
$\setminus$	Set Division	`\setminus`
$\subseteq$	Subset (inclusive)	`\subseteq`

Modular Arithmetic #

Symbol	Description	LaTeX
$p \mod q$	Modulo	`\mod`
$p \pmod{q}$	Modulo in parentheses	`\pmod{q}`

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