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- Q7124033 subject Q7013903.
- Q7124033 subject Q7112709.
- Q7124033 abstract "In complex analysis, a Padé table is an array, possibly of infinite extent, of the rational Padé approximantsRm, nto a given complex formal power series. Certain sequences of approximants lying within a Padé table can often be shown to correspond with successive convergents of a continued fraction representation of a holomorphic or meromorphic function.".
- Q7124033 thumbnail Henri_Padé.jpeg?width=300.
- Q7124033 wikiPageWikiLink Q1003025.
- Q7124033 wikiPageWikiLink Q10542900.
- Q7124033 wikiPageWikiLink Q11203.
- Q7124033 wikiPageWikiLink Q131187.
- Q7124033 wikiPageWikiLink Q168698.
- Q7124033 wikiPageWikiLink Q178546.
- Q7124033 wikiPageWikiLink Q193756.
- Q7124033 wikiPageWikiLink Q207476.
- Q7124033 wikiPageWikiLink Q217616.
- Q7124033 wikiPageWikiLink Q2452504.
- Q7124033 wikiPageWikiLink Q259270.
- Q7124033 wikiPageWikiLink Q3537519.
- Q7124033 wikiPageWikiLink Q4115724.
- Q7124033 wikiPageWikiLink Q4812487.
- Q7124033 wikiPageWikiLink Q5532481.
- Q7124033 wikiPageWikiLink Q57228.
- Q7124033 wikiPageWikiLink Q65189.
- Q7124033 wikiPageWikiLink Q7013903.
- Q7124033 wikiPageWikiLink Q7112709.
- Q7124033 wikiPageWikiLink Q7177810.
- Q7124033 wikiPageWikiLink Q783948.
- Q7124033 wikiPageWikiLink Q864333.
- Q7124033 wikiPageWikiLink Q925184.
- Q7124033 comment "In complex analysis, a Padé table is an array, possibly of infinite extent, of the rational Padé approximantsRm, nto a given complex formal power series. Certain sequences of approximants lying within a Padé table can often be shown to correspond with successive convergents of a continued fraction representation of a holomorphic or meromorphic function.".
- Q7124033 label "Padé table".
- Q7124033 depiction Henri_Padé.jpeg.
