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- Generalized_taxicab_number abstract "In mathematics, the generalized taxicab number Taxicab(k, j, n) is the smallest number which can be expressed as the sum of j kth positive powers in n different ways. For k = 3 and j = 2, they coincide with Taxicab numbers.- famously stated by Ramanujan.It has been shown by Euler thatHowever, Taxicab(5, 2, n) is not known for any n ≥ 2; no positive integer is known which can be written as the sum of two fifth powers in more than one way.It can be easily verified on a home computer using a simple brute force search that the Taxicab(5, 2, 2) problem has no solutions with { a, b, c, d } all less than 1,000. A more in-depth search shows the same is true for all combinations up to 4,000. A lower bound on the solution is".
- Generalized_taxicab_number wikiPageExternalLink taxicab-numbers.html.
- Generalized_taxicab_number wikiPageID "678194".
- Generalized_taxicab_number wikiPageRevisionID "597744971".
- Generalized_taxicab_number hasPhotoCollection Generalized_taxicab_number.
- Generalized_taxicab_number subject Category:Number_theory.
- Generalized_taxicab_number comment "In mathematics, the generalized taxicab number Taxicab(k, j, n) is the smallest number which can be expressed as the sum of j kth positive powers in n different ways.".
- Generalized_taxicab_number label "Generalized taxicab number".
- Generalized_taxicab_number label "Nombre taxicab généralisé".
- Generalized_taxicab_number label "Número taxicab generalizado".
- Generalized_taxicab_number label "عدد تاكسيكاب المعمم".
- Generalized_taxicab_number label "一般化タクシー数".
- Generalized_taxicab_number sameAs Número_taxicab_generalizado.
- Generalized_taxicab_number sameAs Nombre_taxicab_généralisé.
- Generalized_taxicab_number sameAs 一般化タクシー数.
- Generalized_taxicab_number sameAs m.0325t4.
- Generalized_taxicab_number sameAs Q3140742.
- Generalized_taxicab_number sameAs Q3140742.
- Generalized_taxicab_number wasDerivedFrom Generalized_taxicab_number?oldid=597744971.
- Generalized_taxicab_number isPrimaryTopicOf Generalized_taxicab_number.