Functions \(c(n)\) and \(h(n)\) which count certain consecutive-integer partitions of a positive integer \(n\) are evaluated, and combinatorial interpretations of partitions with “\(c(n)\) copies of \(n\)” and “\(h(n)\) copies of \(n\)” are given.
Citation
E.E. Guerin. Consecutive-Integer Partitions[J], Ars Combinatoria, Volume 039. 255-260. .
