arXiv:math/0008145 [math.CO]AbstractReferencesReviewsResources
Cellular Structures determined by Polygons and Trees
Satyan L. Devadoss, Ronald C. Read
Published 2000-08-17Version 1
The polytope structure of the associahedron is decomposed into two categories, types and classes. The classification of types is related to integer partitions, whereas the classes present a new combinatorial problem. We solve this and incorporate the results into properties of the real moduli space of Riemann spheres. Connections are discussed with relation to classic combinatorial problems as well as to other sciences.
Comments: 25 pages, 21 figures, LaTex
Journal: Annals of Combinatorics 5 (2001) 71-98
Keywords: cellular structures, classic combinatorial problems, real moduli space, integer partitions, polytope structure
Tags: journal article
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