Divisibility of Generalized Catalan Numbers and Raney Numbers
- ,
- Jacob Bobrowski,
- Peter J.-S. Shiue
Scholarship:
Journal Article
Article
Peer-reviewOpen access
Abstract
The Raney numbers, also called Fuss-Catalan numbers, are defined by Rk(n, r) = r(...)/(kn + r). A generalized Lobb numbers is introduced. The relationship between Raney numbers and generalized Lobb numbers and the relationship between generalized Lobb numbers and generalized Catalan numbers are given. Based on the relationships among Raney numbers, generalized Lobb numbers, and generalized Catalan numbers, we present the divisibility of a certain class of those numbers.
Scholarship
Output type
Scholarship:
Journal Article
Article
Peer-reviewOriginal language
American EnglishJournal (Volume, Issue Number)
Journal of Computational Analysis and Applications (Volume 26)Publication milestones
- Published - 2019
Publication status
Published - 2019
Publication IDs
- Scopus: 85045506277
Documents and links
Final published version, 892.48 KB
License:Unspecified
