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- Q1631446 subject Q8682340.
- Q1631446 abstract "In mathematics, and more specifically in numerical analysis, Householder's methods are a class of root-finding algorithms that are used for functions of one real variable with continuous derivatives up to some order d+1. Each of these methods is characterized by the number d, which is known as the order of the method. The algorithm is iterative and has an rate of convergence of d+1.These methods are named after the American mathematician Alston Scott Householder.".
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- Q1631446 wikiPageWikiLink Q11216.
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- Q1631446 wikiPageWikiLink Q6453869.
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- Q1631446 wikiPageWikiLink Q787371.
- Q1631446 wikiPageWikiLink Q8682340.
- Q1631446 wikiPageWikiLink Q944658.
- Q1631446 comment "In mathematics, and more specifically in numerical analysis, Householder's methods are a class of root-finding algorithms that are used for functions of one real variable with continuous derivatives up to some order d+1. Each of these methods is characterized by the number d, which is known as the order of the method. The algorithm is iterative and has an rate of convergence of d+1.These methods are named after the American mathematician Alston Scott Householder.".
- Q1631446 label "Householder's method".