Jenkins-Traub method

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The Jenkins-Traub method is a complicated root-finding algorithm for real polynomials which is widely considered to be reliable, is used in a number of numerical analysis packages and has Fortran and C implementations in the public domain.

[edit] See also

• Laguerre's method
• Newton–Raphson method
• Bairstow's method

[edit] References

• Jenkins, M.A.; and J.F. Traub (1970). "A three-stage algorithm for real polynomials using quadratic iteration" (via JSTOR). SIAM Journal on Numerical Analysis 7: 545–566. 

[edit] External links

• Jenkins-Traub method on Wolfram MathWorld
• Transactions on Mathematical Software - Algorithm 493 (Fortran)
• C.R.Bond: Jenkins-Traub real polynomial root finder (C++)

This applied mathematics-related article is a stub. You can help Wikipedia by expanding it.

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Categories: Applied mathematics stubs | Root-finding algorithms

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• This page was last modified 22:07, 8 March 2007 by Wikipedia user Berland. Based on work by Wikipedia user(s) Encyclops, JRSpriggs, Jitse Niesen and Mh.
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