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- Wilf–Zeilberger_pair abstract "In mathematics, specifically combinatorics, a Wilf–Zeilberger pair, or WZ pair, is a pair of functions that can be used to certify certain combinatorial identities. WZ pairs are named after Herbert S. Wilf and Doron Zeilberger, and are instrumental in the evaluation of many sums involving binomial coefficients, factorials, and in general any hypergeometric series. A function's WZ counterpart may be used to find an equivalent, and much simpler sum. Although finding WZ pairs by hand is impractical in most cases, Gosper's algorithm provides a sure method to find a function's WZ counterpart, and can be implemented in a symbolic manipulation program.".
- Wilf–Zeilberger_pair wikiPageExternalLink rtx100400508p.pdf.
- Wilf–Zeilberger_pair wikiPageExternalLink AeqB.html.
- Wilf–Zeilberger_pair wikiPageExternalLink gfology2.pdf.
- Wilf–Zeilberger_pair wikiPageExternalLink 40.pdf.
- Wilf–Zeilberger_pair wikiPageID "16940234".
- Wilf–Zeilberger_pair wikiPageLength "2982".
- Wilf–Zeilberger_pair wikiPageOutDegree "18".
- Wilf–Zeilberger_pair wikiPageRevisionID "599117430".
- Wilf–Zeilberger_pair wikiPageWikiLink Binomial_coefficient.
- Wilf–Zeilberger_pair wikiPageWikiLink Category:Combinatorics.
- Wilf–Zeilberger_pair wikiPageWikiLink Combinatorics.
- Wilf–Zeilberger_pair wikiPageWikiLink Computer_algebra_system.
- Wilf–Zeilberger_pair wikiPageWikiLink Doron_Zeilberger.
- Wilf–Zeilberger_pair wikiPageWikiLink Factorial.
- Wilf–Zeilberger_pair wikiPageWikiLink Function_(mathematics).
- Wilf–Zeilberger_pair wikiPageWikiLink Gospers_algorithm.
- Wilf–Zeilberger_pair wikiPageWikiLink Herbert_S._Wilf.
- Wilf–Zeilberger_pair wikiPageWikiLink Herbert_Wilf.
- Wilf–Zeilberger_pair wikiPageWikiLink Hypergeometric_function.
- Wilf–Zeilberger_pair wikiPageWikiLink Hypergeometric_series.
- Wilf–Zeilberger_pair wikiPageWikiLink Identity_(mathematics).
- Wilf–Zeilberger_pair wikiPageWikiLink Marko_Petkovsek.
- Wilf–Zeilberger_pair wikiPageWikiLink Marko_Petkovšek.
- Wilf–Zeilberger_pair wikiPageWikiLink Mathematics.
- Wilf–Zeilberger_pair wikiPageWikiLink Summation.
- Wilf–Zeilberger_pair wikiPageWikiLink Telescoping_series.
- Wilf–Zeilberger_pair wikiPageWikiLinkText "WZ Theory".
- Wilf–Zeilberger_pair wikiPageWikiLinkText "Wilf–Zeilberger pair".
- Wilf–Zeilberger_pair wikiPageWikiLinkText "Wilf–Zeilberger pair".
- Wilf–Zeilberger_pair hasPhotoCollection Wilf–Zeilberger_pair.
- Wilf–Zeilberger_pair wikiPageUsesTemplate Template:Citation.
- Wilf–Zeilberger_pair wikiPageUsesTemplate Template:Cite_book.
- Wilf–Zeilberger_pair subject Category:Combinatorics.
- Wilf–Zeilberger_pair comment "In mathematics, specifically combinatorics, a Wilf–Zeilberger pair, or WZ pair, is a pair of functions that can be used to certify certain combinatorial identities. WZ pairs are named after Herbert S. Wilf and Doron Zeilberger, and are instrumental in the evaluation of many sums involving binomial coefficients, factorials, and in general any hypergeometric series. A function's WZ counterpart may be used to find an equivalent, and much simpler sum.".
- Wilf–Zeilberger_pair label "Wilf–Zeilberger pair".
- Wilf–Zeilberger_pair sameAs Identité_hypergéométrique.
- Wilf–Zeilberger_pair sameAs m.0412rp1.
- Wilf–Zeilberger_pair sameAs Wilf–Zeilberger-par.
- Wilf–Zeilberger_pair sameAs Q3147828.
- Wilf–Zeilberger_pair sameAs Q3147828.
- Wilf–Zeilberger_pair wasDerivedFrom Wilf–Zeilberger_pair?oldid=599117430.
- Wilf–Zeilberger_pair isPrimaryTopicOf Wilf–Zeilberger_pair.