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Laguerre's method
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==References== {{refbegin|25em|small=yes}} *{{cite book |first=Forman S. |last=Acton |author-link=Forman S. Acton |year=1970 |title=Numerical Methods that {{silver|'''{{sc|usually}}'''}} Work |publisher=Harper & Row |isbn=0-88385-450-3 |url=https://archive.org/details/numericalmethods00form |url-access=registration |via=Internet Archive (archive.org) }} *{{cite journal |first=S. |last=Goedecker |year=1994 |title=Remark on algorithms to find roots of polynomials |journal=[[SIAM Journal on Scientific Computing]] |volume=15 |issue=5 |pages=1059β1063 |doi=10.1137/0915064 |bibcode=1994SJSC...15.1059G }} * {{cite thesis |first=Wankere R. |last=Mekwi |year=2001 |title=Iterative methods for roots of polynomials |degree=Master's |publisher=University of Oxford |place=Oxford, UK |series=Mathematics |url=http://eprints.maths.ox.ac.uk/archive/00000016/ |url-status=dead |archive-url=https://archive.today/20121223120853/http://eprints.maths.ox.ac.uk/archive/00000016/ |archive-date=2012-12-23 |df=dmy-all }} *{{cite journal |first=V.Y. |last=Pan |year=1997 |title=Solving a polynomial equation: Some history and recent progress |journal=[[SIAM Review]] |volume=39 |issue=2 |pages=187β220 |doi=10.1137/S0036144595288554 |bibcode=1997SIAMR..39..187P }} * {{cite book | first1=W.H. | last1=Press | first2=S.A. | last2=Teukolsky | first3=W.T. | last3=Vetterling | first4=B.P. | last4=Flannery | year=2007 | section=Section 9.5.3   Laguerre's method | title=[[Numerical Recipes]]: The art of scientific computing | edition=3rd | place=New York, NY | publisher=Cambridge University Press | isbn=978-0-521-88068-8 | section-url=http://apps.nrbook.com/empanel/index.html#pg=466 }} * {{cite book |first1=Anthony |last1=Ralston |first2=Philip |last2=Rabinowitz |year=1978 |title=A First Course in Numerical Analysis |publisher=McGraw-Hill |isbn=0-07-051158-6 }} {{refend}} {{Root-finding algorithms}} [[Category:Polynomial factorization algorithms]]
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