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- Li_Shanlan_identity abstract "In mathematics, in combinatorics, Li Shanlan identity (also called Li Shanlan's summation formula) is a certain combinatorial identity attributed to the nineteenth century Chinese mathematician Li Shanlan. Since Li Shanlan is also known as Li Renshu, this identity is also referred to as Li Renshu identity. This identity appears in the third chapter of Duoji bilei (Summing finite series), a mathematical text authored by Li Shanlan and published in 1867 as part of his collected works. A Czech mathematician Josef Kaucky published an elementary proof of the identity along with a history of the identity in 1964. Kaucky attributed the identity to a certain Li Jen-Shu. From the account of the history of the identity, it has been ascertained that Li Jen-Shu is in fact Li Shanlan. Western scholars had been studying Chinese mathematics for its historical value; but the attribution of this identity to a nineteenth century Chinese mathematician sparked a rethink on the mathematical value of the writings of Chinese mathematicians.\"In the West Li is best remembered for a combinatoric formula, known as the “Li Renshu identity,” that he derived using only traditional Chinese mathematical methods.\"".
- Li_Shanlan_identity wikiPageID "48551373".
- Li_Shanlan_identity wikiPageLength "6495".
- Li_Shanlan_identity wikiPageOutDegree "11".
- Li_Shanlan_identity wikiPageRevisionID "693817218".
- Li_Shanlan_identity wikiPageWikiLink Category:Chinese_mathematical_discoveries.
- Li_Shanlan_identity wikiPageWikiLink Category:Chinese_mathematics.
- Li_Shanlan_identity wikiPageWikiLink Category:Combinatorics.
- Li_Shanlan_identity wikiPageWikiLink Category:Science_and_technology_in_China.
- Li_Shanlan_identity wikiPageWikiLink Chinese_mathematics.
- Li_Shanlan_identity wikiPageWikiLink Combinatorics.
- Li_Shanlan_identity wikiPageWikiLink Czech_Republic.
- Li_Shanlan_identity wikiPageWikiLink Identity_(mathematics).
- Li_Shanlan_identity wikiPageWikiLink Li_Shanlan.
- Li_Shanlan_identity wikiPageWikiLink Mathematics.
- Li_Shanlan_identity wikiPageWikiLink Vandermondes_identity.
- Li_Shanlan_identity wikiPageWikiLinkText "Li Shanlan identity".
- Li_Shanlan_identity wikiPageWikiLinkText "Li Shanlan’s Summation Formulae".
- Li_Shanlan_identity wikiPageUsesTemplate Template:Reflist.
- Li_Shanlan_identity subject Category:Chinese_mathematical_discoveries.
- Li_Shanlan_identity subject Category:Chinese_mathematics.
- Li_Shanlan_identity subject Category:Combinatorics.
- Li_Shanlan_identity subject Category:Science_and_technology_in_China.
- Li_Shanlan_identity hypernym Identity.
- Li_Shanlan_identity type Person.
- Li_Shanlan_identity comment "In mathematics, in combinatorics, Li Shanlan identity (also called Li Shanlan's summation formula) is a certain combinatorial identity attributed to the nineteenth century Chinese mathematician Li Shanlan. Since Li Shanlan is also known as Li Renshu, this identity is also referred to as Li Renshu identity. This identity appears in the third chapter of Duoji bilei (Summing finite series), a mathematical text authored by Li Shanlan and published in 1867 as part of his collected works.".
- Li_Shanlan_identity label "Li Shanlan identity".
- Li_Shanlan_identity sameAs Q11095733.
- Li_Shanlan_identity sameAs Q11095733.
- Li_Shanlan_identity sameAs 李善兰恒等式.
- Li_Shanlan_identity wasDerivedFrom Li_Shanlan_identity?oldid=693817218.
- Li_Shanlan_identity isPrimaryTopicOf Li_Shanlan_identity.