Abstract
Hyperharmonic numbers arise by taking repeated partial sums of harmonic numbers.
These numbers can be expressed in terms of r-Stirling numbers, leading to combinatorial
interpretations of many interesting identities.
- Title
- A Combinatorial Approach to Hyperharmonic Numbers
- Creators - without role
- David J Gaebler - Hillsdale College, Mathematics
- Publication Details
- Integers: The Electronic Journal of Combinatorial Number Theory, Vol.3, pp.1-9
- Identifiers
- 991019318089107081
- Academic Unit
- Mathematics
- Language
- English
- Resource Type
- Journal article