Category:Numerical analysis

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Numerical analysis

Numerical analysis is that branch of applied mathematics which studies the methods and algorithms to find (approximate) numerical solutions to various mathematical problems, using arithmetic and logical operations. Linear algebra, real and complex analysis are all frequently used in the solution of numerical problems.

Subcategories

There are 14 subcategories to this category shown below (more may be shown on subsequent pages).

A Approximation theory Arbitrary precision algorithms F FFT algorithms Finite differences

I Numerical integration Interpolation M Monte Carlo methods N Numerical analysts Numerical differential equations

N cont. Numerical linear algebra Numerical software O Optimization R Root-finding algorithms S Splines

Pages in category "Numerical analysis"

There are 97 pages in this section of this category.

* List of numerical analysis software List of numerical analysis topics A Abramowitz and Stegun Acoustic analogy Affine arithmetic Approximation Approximation error Approximation theory Arithmetic precision Autocorrelation technique B BKM algorithm Basis function Bernstein polynomial Bi-directional delay line Blossom (mathematics) C CORDIC Chebyshev nodes Chebyshev polynomials Clenshaw algorithm Complex wavelet transform Computational electromagnetics Condition number Constructions of low-discrepancy sequences Continuous wavelet Curse of dimensionality Curve fitting D De Casteljau's algorithm Difference quotient Differential algebraic equation Discrete Fourier transform Discrete wavelet transform Discretization

D cont. Discretization error Domain decomposition method E Error analysis F Fast Multipole Method Finite volume method Fixed point iteration G Generating trigonometric tables Guard digit H Horner scheme I Isotonic regression Iterative method K Kahan summation algorithm L Lanczos approximation Large eddy simulation Lebedev grid Level set (data structures) Level set method Levinson recursion Linear approximation Loss of significance Low-discrepancy sequence M Meshfree methods Monte Carlo method Multigrid method Multiphysics N Newton fractal Numerical analysis Numerical continuation Numerical differentiation Numerical integration Numerical model of solar system Numerical stability Nyström method

O Orders of approximation P Padé approximant Pidgin code Polynomial Propagation of uncertainty Pseudo-spectral method Pseudospectrum R Radial basis function Remez algorithm Residual (mathematics) Richardson extrapolation Round-off error S Secular equation Secular function Sequence transformations Sigma approximation Significance arithmetic Sparse grid Spectral method Stochastic rounding Structural analysis Superconvergence Surrogate model T Termination Transfer matrix Truncated power function Truncation U User:Diegodp V VEGAS algorithm W Wavelet Well-posed problem Wilkinson's polynomial

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Categories: Computational science | Applied mathematics | Mathematical analysis | Algorithms | Mathematics of computing

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