User:Amlan g/Books/Computer Application in Polynomials
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Computer Application in Polynomials
[edit]Solutions of Equations
[edit]- Polynomials
- Polynomial
- Equation
- Roots
- Zero of a function
- Square root
- Methods of computing square roots
- Integer square root
- Rational root theorem
- Ruffini's rule
- Geometry of roots of real polynomials
- Numerical Methods
- Aberth method
- Bisection method
- Bailey's method (root finding)
- Brent's method
- Broyden's method
- Bairstow's method
- Durand–Kerner method
- False position method
- Fast inverse square root
- Fixed-point iteration
- Graeffe's method
- Halley's method
- Householder's method
- Inverse quadratic interpolation
- Laguerre's method
- Muller's method
- Newton's method
- Ridders' method
- Secant method
- Sidi's generalized secant method
- Solving quadratic equations with continued fractions
- Splitting circle method
- Steffensen's method
- Spouge's approximation
- Existing Computer Algorithms
- Root-finding algorithm
- Nth root algorithm
- Alpha max plus beta min algorithm
- Illinois algorithm
- Jenkins–Traub algorithm
- Lehmer–Schur algorithm
- Schönhage–Strassen algorithm
- Shifting nth root algorithm
- CORDIC
- Comparision of programs
- Comparison of numerical analysis software