Jenkins–Traub algorithm: Difference between revisions

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m Interpretation as inverse power iteration: Changed vertical dots to diagonal dots.
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*[http://math.fullerton.edu/mathews/n2003/jenkinstraub/JenkinsTraubBib/Links/JenkinsTraubBib_lnk_1.html Internet Resources for the Jenkins–Traub Method]
*[http://www.hvks.com/Numerical/winsolve.html A free downloadable Windows application using the Jenkins–Traub Method for polynomials with real and complex coefficients]
*[http://www.netlib.org/toms/419 CPOLY] (Algorithm 419 from Comm. ACM) on [[Netlib]]. In [[Fortran]].
*[http://www.netlib.org/toms/493 RPOLY] Algorithm 493 from ACM TOMS) on Netlib. In Fortran.
*[http://www.novanumeric.com/samples.php?CalcName=Roots Online Calculator] Online Polynomial Calculator using the Jenkins Traub procedure