id: 05238590
dt: j
an: 05238590
au: Kirschenhofer, Peter; Larcombe, Peter J.
ti: On a class of recursive-based binomial coefficient identities involving
    harmonic numbers.
so: Util. Math. 73, 105-115 (2007).
py: 2007
pu: University of Natal, Department of Mathematics and Applied Mathematics,
    Durban
la: EN
cc: 
ut: binomial coefficients; harmonic numbers; Bell polynomials; Polya’s
    theorem on counting colour schemes
ci: 
li: 
ab: From the authors’ abstract: A particular class of binomial coefficient
    identities, which involves harmonic numbers, can be generated in two
    different ways recursively. In this paper we present several approaches
    to the recurrence equations which underpin such formulations. A variety
    of arguments from different branches of combinatorial theory are used.
rv: Jens Schwaiger (Graz)