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- Aitkens_delta-squared_process abstract "In numerical analysis, Aitken's delta-squared process is a series acceleration method, used for accelerating the rate of convergence of a sequence. It is named after Alexander Aitken, who introduced this method in 1926. Its early form was known to Seki Kōwa (end of 17th century) and was found for rectification of the circle, i.e. the calculation of π. It is most useful for accelerating the convergence of a sequence that is converging linearly.".
- Aitkens_delta-squared_process wikiPageExternalLink index.html.
- Aitkens_delta-squared_process wikiPageID "7411694".
- Aitkens_delta-squared_process wikiPageLength "9271".
- Aitkens_delta-squared_process wikiPageOutDegree "26".
- Aitkens_delta-squared_process wikiPageRevisionID "703798875".
- Aitkens_delta-squared_process wikiPageWikiLink Abramowitz_and_Stegun.
- Aitkens_delta-squared_process wikiPageWikiLink Alexander_Aitken.
- Aitkens_delta-squared_process wikiPageWikiLink Category:Numerical_analysis.
- Aitkens_delta-squared_process wikiPageWikiLink Finite_difference.
- Aitkens_delta-squared_process wikiPageWikiLink Fixed-point_iteration.
- Aitkens_delta-squared_process wikiPageWikiLink Fixed_point_(mathematics).
- Aitkens_delta-squared_process wikiPageWikiLink Iterated_function.
- Aitkens_delta-squared_process wikiPageWikiLink Limit_of_a_sequence.
- Aitkens_delta-squared_process wikiPageWikiLink Methods_of_computing_square_roots.
- Aitkens_delta-squared_process wikiPageWikiLink Numerical_analysis.
- Aitkens_delta-squared_process wikiPageWikiLink Numerical_stability.
- Aitkens_delta-squared_process wikiPageWikiLink Rate_of_convergence.
- Aitkens_delta-squared_process wikiPageWikiLink Richardson_extrapolation.
- Aitkens_delta-squared_process wikiPageWikiLink Round-off_error.
- Aitkens_delta-squared_process wikiPageWikiLink Seki_Takakazu.
- Aitkens_delta-squared_process wikiPageWikiLink Sequence_transformation.
- Aitkens_delta-squared_process wikiPageWikiLink Series_acceleration.
- Aitkens_delta-squared_process wikiPageWikiLink Shanks_transformation.
- Aitkens_delta-squared_process wikiPageWikiLink Significant_figures.
- Aitkens_delta-squared_process wikiPageWikiLink Steffensens_method.
- Aitkens_delta-squared_process wikiPageWikiLinkText "Aitken's delta-squared process".
- Aitkens_delta-squared_process subject Category:Numerical_analysis.
- Aitkens_delta-squared_process hypernym Method.
- Aitkens_delta-squared_process type Software.
- Aitkens_delta-squared_process type Algorithm.
- Aitkens_delta-squared_process type Redirect.
- Aitkens_delta-squared_process comment "In numerical analysis, Aitken's delta-squared process is a series acceleration method, used for accelerating the rate of convergence of a sequence. It is named after Alexander Aitken, who introduced this method in 1926. Its early form was known to Seki Kōwa (end of 17th century) and was found for rectification of the circle, i.e. the calculation of π. It is most useful for accelerating the convergence of a sequence that is converging linearly.".
- Aitkens_delta-squared_process label "Aitken's delta-squared process".
- Aitkens_delta-squared_process sameAs Q492177.
- Aitkens_delta-squared_process sameAs Folgentransformation.
- Aitkens_delta-squared_process sameAs Proceso_Δ²_de_Aitken.
- Aitkens_delta-squared_process sameAs Delta-2.
- Aitkens_delta-squared_process sameAs エイトケンのΔ2乗加速法.
- Aitkens_delta-squared_process sameAs m.047gpnn.
- Aitkens_delta-squared_process sameAs Преобразование_последовательностей.
- Aitkens_delta-squared_process sameAs Q492177.
- Aitkens_delta-squared_process wasDerivedFrom Aitkens_delta-squared_process?oldid=703798875.
- Aitkens_delta-squared_process isPrimaryTopicOf Aitkens_delta-squared_process.