Category:Root-finding algorithms
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Here is a list of articles in the Root-finding algorithms category of the Computing portal that unifies foundations of mathematics and computations using computers. A root-finding algorithm is a numerical method or algorithm for finding a value x such that f(x) = 0, for a given function f. Here, x is a single real number. Root-finding algorithms are studied in numerical analysis.
Pages in category "Root-finding algorithms"
The following 43 pages are in this category, out of 43 total.
- Root-finding algorithms (computing)
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- Root-finding algorithm (computing)
A
- Aberth method (computing)
- Alpha max plus beta min algorithm (computing)
- Anderson acceleration (computing)
B
- Bailey's method (root finding) (computing)
- Bairstow's method (computing)
- Bisection method (computing)
- Brent's method (computing)
- Broyden's method (computing)
- Budan's theorem (computing)
C
- CORDIC (computing)
D
- Durand–Kerner method (computing)
F
- False position method (computing)
- Fast inverse square root (computing)
- Fixed-point iteration (computing)
G
- Graeffe's method (computing)
- Geometry of roots of real polynomials (computing)
H
- Halley's method (computing)
- Householder's method (computing)
I
- Illinois algorithm (computing)
- Integer square root (computing)
- Inverse quadratic interpolation (computing)
J
- Jenkins–Traub algorithm (computing)
L
- Laguerre's method (computing)
- Lehmer–Schur algorithm (computing)
M
- Methods of computing square roots (computing)
- Methods of successive approximation (computing)
- Muller's method (computing)
N
- Newton's method (computing)
- Nth root algorithm (computing)
R
- Rational root theorem (computing)
- Real-root isolation (computing)
- Regula falsi (computing)
- Ridders' method (computing)
- Root of a function (computing)
- Ruffini's rule (computing)
S
- Secant method (computing)
- Shifting nth root algorithm (computing)
- Sidi's generalized secant method (computing)
- Solving quadratic equations with continued fractions (computing)
- Splitting circle method (computing)
- Steffensen's method (computing)