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Welcome to the Sage Reference Manual!

Here you find documentation for all of Sage's features, illustrated with lots of examples. A thematic index follows.

This documentation is licensed under the Creative Commons Attribution-Share Alike 3.0 License.

User Interfaces

Graphics

  • 2D Graphics <plotting/index>
  • 3D Graphics <plot3d/index>

Mathematics

Parents and Categories

  • Parents and Elements <structure/index>
  • Coercion <coercion/index>
  • Categories <categories/index>

Basic Rings and Fields

  • Integers and Rational Numbers <rings_standard/index>
  • Real and Complex Numbers <rings_numerical/index>
  • Commutative Polynomials <polynomial_rings/index>
  • Power Series and Laurent Series <power_series/index>
  • Finite Rings and Fields <finite_rings/index>
  • \\(p\\)-adic Numbers <padics/index>
  • Noncommutative Polynomials <noncommutative_polynomial_rings/index>
  • Quaternion Algebras <quat_algebras/index>

Linear Algebra

  • Matrices and Spaces of Matrices <matrices/index>
  • Vectors and Modules <modules/index>
  • Tensors on Free Modules of Finite Rank <tensor_free_modules/index>

Calculus and Analysis

  • Symbolic Calculus <calculus/index>
  • Mathematical Constants <constants/index>
  • Elementary and Special Functions <functions/index>
  • Asymptotic Expansions <asymptotic/index>
  • Numerical Optimization <numerical/index>

Probability and Statistics

  • Probability <probability/index>
  • Statistics <stats/index>
  • Quantitative Finance <finance/index>

Mathematical Structures

  • Sets <sets/index>
  • Monoids <monoids/index>
  • Groups <groups/index>
  • Semirings <semirings/index>
  • Rings <rings/index>
  • Algebras <algebras/index>

Discrete Mathematics

  • Combinatorics <combinat/index>
  • Graph Theory <graphs/index>
  • Quivers <quivers/index>
  • Matroid Theory <matroids/index>
  • Discrete Dynamics <dynamics/index>
  • Coding Theory <coding/index>
  • Cryptography <cryptography/index>
  • Game Theory <game_theory/index>
  • Symbolic Logic <logic/index>
  • SAT solvers <sat/index>

Geometry and Topology

  • Euclidean Spaces and Vector Calculus <euclidean_spaces/index>
  • Combinatorial and Discrete Geometry <discrete_geometry/index>
  • Cell Complexes, Simplicial Complexes, and Simplicial Sets <topology/index>
  • Manifolds and Differential Geometry <manifolds/index>
  • Hyperbolic Geometry <hyperbolic_geometry/index>
  • Parametrized Surfaces <riemannian_geometry/index>
  • Knot Theory <knots/index>

Homological Algebra

  • Chain Complexes and their Homology <homology/index>
  • Resolutions <resolutions/index>

Number Fields, Function Fields, and Valuations

  • Number Fields <number_fields/index>
  • Function Fields <function_fields/index>
  • Discrete Valuations <valuations/index>
  • Drinfeld Modules <drinfeld_modules/index>

Number Theory

  • Diophantine Approximation <diophantine_approximation/index>
  • Quadratic Forms <quadratic_forms/index>
  • \\(L\\)-Functions <lfunctions/index>
  • Arithmetic Subgroups of \\({\\rm SL}_2(\\ZZ)\\) <arithgroup/index>
  • General Hecke Algebras and Hecke Modules <hecke/index>
  • Modular Forms <modfrm/index>
  • Modular Symbols <modsym/index>
  • Modular Abelian Varieties <modabvar/index>

Algebraic and Arithmetic Geometry

  • Schemes <schemes/index>
  • Plane and Space Curves <curves/index>
  • Elliptic and Hyperelliptic Curves <arithmetic_curves/index>

Miscellaneous

  • Databases <databases/index>
  • Games <games/index>

Infrastructure

Programming Facilities

  • Data Structures <data_structures/index>
  • Utilities <misc/index>
  • Test Framework <doctest/index>
  • Parallel Computing <parallel/index>
  • Python Technicalities <cpython/index>

Subsystem Interfaces

  • Interpreter Interfaces <interfaces/index>
  • C/C++ Library Interfaces <libs/index>

Documentation System

  • Documentation System <documentation/index>

General Information

  • External Packages <spkg/index>
  • Bibliographic References <references/index>
  • History and License <history_and_license/index>

Indices and Tables

  • genindex
  • modindex
  • search