Journal article
Integral proofs of two alternating sign binomial coefficient identities
Publication Details
Authors: | Larcombe, P.; Fennessey, E.; Koepf, W. |
Publication year: | 2004 |
Journal: | Utilitas Mathematica |
Pages range : | 93-103 |
Volume number: | 66 |
Start page: | 93 |
End page: | 103 |
ISSN: | 0315-3681 |
Abstract
An alternating sign binomial coefficient identity-available computationally from both a mainstream and specialist algebraic software package, and also as a special case of an analytic result due to P. Kirschenhofer-is proven in a, novel way via integration. The method generates another, more complex, identity of the same type in a similar way and can be extended in principle to develop further results.
An alternating sign binomial coefficient identity-available computationally from both a mainstream and specialist algebraic software package, and also as a special case of an analytic result due to P. Kirschenhofer-is proven in a, novel way via integration. The method generates another, more complex, identity of the same type in a similar way and can be extended in principle to develop further results.
