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Template:Numerical analysis topics

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General
Error
Elementary & special functions
Summation: Kahan summation algorithmPairwise summationBinary splitting2Sum

Multiplication & division: Karatsuba algorithmToom–Cook multiplicationSchönhage–Strassen algorithmFürer's algorithmDivision algorithmSRT divisionNewton–Raphson divisionGoldschmidt division
Exponentiation & inverse: Exponentiation by squaringAddition-chain exponentiationNewton's method
Polynomials: Horner's methodEstrin's schemeClenshaw algorithmDe Casteljau's algorithm
Roots: Square rootsFast inverse square root
Elementary functions: CORDICBKM algorithm
Gamma & AGM: Lanczos approximationSpouge's approximationAGM

π algorithms: Gauss–Legendre algorithmBorwein's algorithmChudnovsky algorithmBailey–Borwein–Plouffe formulaBellard's formula
Numerical linear algebra
Matrix types: Sparse matrixBand matrixTridiagonal matrixHilbert matrixWilkinson matrix

Matrix mult.: Strassen algorithmCoppersmith–Winograd algorithmFreivalds' algorithm
Decompositions: LU decompositionQR decompositionRRQR factorizationPolar decompositionEigendecompositionJordan normal formSchur decompositionSingular value decomposition
Linear systems: Gaussian eliminationTridiagonal matrix algorithmCholesky decompositionIterative refinementFrontal solverNested dissection
Iterative methods: Jacobi methodGauss–Seidel methodSORGMRESConjugate gradient methodBiCGSTABChebyshev iterationKaczmarz methodPreconditioner (ILUIncomplete Cholesky factorization)

Eigenvalues: Power iterationQR algorithmArnoldi iterationLanczos algorithmDivide-and-conquer
Interpolation & approximation
Root finding (nonlinear)
Optimization
Numerical quadrature (integration)
ODE methods
PDE methods
Monte Carlo method
Applications • Software • Journals • Researchers
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A navigational box that can be placed at the bottom of articles.

Template parameters[Edit template data ]

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The initial visibility of the navbox

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