Combinatorics of n-Colored Cyclic Compositions
Abstract or Description
Integer compositions and related enumeration problems have been of interests to combinatorialists and number theorists for a long time. The cyclic and colored analogues of this concept, although interesting, have not been extensively studied. We explore the combinatorics of n-colored cyclic compositions, presenting generating functions, bijections, asymptotic formulas related to the number of such compositions, and the number of parts and the number of restricted parts of certain cyclic compositions.
Spring Southeastern Sectional Meeting of the American Mathematical Society (AMS)
Gibson, Meghann M., Daniel Gray, Hua Wang.
"Combinatorics of n-Colored Cyclic Compositions."
Department of Mathematical Sciences Faculty Presentations.