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LaTeX Symbols

Browse common mathematical operators and Greek letters for your LaTeX documents.

A copy-paste LaTeX symbols reference

This reference covers 37 categories of LaTeX symbols, from Greek letters, arrows, operators and relations to set theory, calculus, physics, chemistry, finance and machine learning notation. Every entry shows the rendered glyph next to the LaTeX command that produces it, with a one-click copy button, so you can paste the command straight into your document instead of hunting through package manuals.

Most symbols only work in math mode. Wrap them in dollar signs for inline math, as in $\alpha \leq \beta$, or place them in an equation environment for display math. A few symbols, such as the degree sign or the section mark, also have text-mode commands; the symbol page says which mode each command needs.

The LaTeX kernel defines the basic operators and Greek letters, but many popular symbols live in packages. Load amssymb for extra relations, arrows and blackboard-bold letters such as \mathbb R, amsmath for aligned equations and \operatorname, mathtools for \coloneqq and paired delimiters, textcomp for text-mode symbols such as the euro and degree signs, and siunitx for units and numbers with correct spacing. When a command needs one of these packages, add the matching \usepackage line to your preamble.

Most searched categories: Greek Symbols, Arrow Symbols, Advanced Operators, Relations & Comparisons, Set Theory, Calculus & Analysis.

Deeper guides on the Octree blog: Greater than and less than symbols, Not equal sign, Plus-minus symbol, Infinity symbol, Degree symbol, Real numbers symbol (blackboard bold).

Math Symbols

Common mathematical operators, relations, and arrows.

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Greek Symbols

Complete list of Greek letters and their LaTeX commands.

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Arrow Symbols

Directional arrows, double arrows, and harpoons for LaTeX documents.

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Latin Letters

Accented characters and special Latin letters for various languages.

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Set Theory

Sets, subsets, unions, intersections, and number sets.

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Logic & Proofs

Quantifiers, logical connectives, and proof notation.

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Linear Algebra

Vectors, matrices, transposes, and inner products.

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Calculus & Analysis

Derivatives, integrals, limits, and differential operators.

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Probability & Statistics

Probability, expectation, variance, and distributions.

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Computer Science

Big-O notation, logical operators, and algorithm symbols.

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Number Theory

Divisibility, modular arithmetic, and number-theoretic functions.

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Physics

Quantum mechanics, vector fields, and physical constants.

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Chemistry

Reaction arrows, isotopes, bonds, and state symbols.

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Currency & Finance

Currency symbols, financial formulas, and notation.

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Brackets & Delimiters

Angle brackets, floor, ceiling, norms, and delimiter pairs.

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Accents & Modifiers

Hats, tildes, dots, bars, vectors, and text decorations.

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Geometry

Angles, triangles, parallel, perpendicular, and congruence.

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Topology & Abstract Math

Aleph, boundary, homology, and category theory notation.

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Machine Learning & AI

Loss functions, gradients, argmax, KL divergence, and neural network notation.

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Relations & Comparisons

Inequality, equivalence, subset, superset, and comparison symbols.

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Advanced Operators

Binary operators, tensor products, direct sums, and compositions.

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Summation & Product

Sigma notation, product symbols, and indexed limits.

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Functions & Mapping

Function notation, maps, composition, and domain/codomain.

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Inequalities & Order

Precedes, succeeds, min, max, inf, sup, and bounds.

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Boolean Algebra

Logic gates, AND, OR, NOT, XOR, NAND, and boolean operations.

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Optimization

Argmax, argmin, constraints, Lagrangian, and KKT conditions.

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Units & Measurements

Degrees, SI units, physical constants, and measurement symbols.

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Quantifiers

For all, exists, element of, and set builder notation.

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Graph Theory

Vertices, edges, adjacency, paths, cycles, and chromatic numbers.

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Combinatorics

Factorials, binomials, permutations, combinations, and counting.

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Special Functions

Gamma, zeta, Bessel, Legendre, and error functions.

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Complex Numbers

Imaginary unit, conjugate, modulus, argument, and polar form.

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Trigonometry

Sine, cosine, tangent, inverse trig, and hyperbolic functions.

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Differential Geometry

Manifolds, curvature, Christoffel symbols, and Riemann tensors.

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Tensor Notation

Einstein summation, indices, contractions, and covariant derivatives.

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Modal Logic

Necessity, possibility, temporal logic, and Kripke semantics.

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Game Theory

Nash equilibrium, strategies, payoffs, and Shapley values.

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