## Noncrossing partitions in surprising locations

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by
Jon Mccammond

Citations: | 22 - 1 self |

### BibTeX

@MISC{Mccammond_noncrossingpartitions,

author = {Jon Mccammond},

title = {Noncrossing partitions in surprising locations},

year = {}

}

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### Abstract

Certain mathematical structures make a habit of reoccuring in the most diverse list of settings. Some obvious examples exhibiting this intrusive type of behavior include the Fibonacci numbers, the Catalan numbers, the quaternions, and the modular group. In this article, the focus is on a lesser known example: the noncrossing