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You are here: Homepage » Seminars » Combinatorics Seminar » Stephanie van Willigenberg (Cornell University)

seminars:comb:abstract.200102vw

Given the numbers 1,2,…,n listed in any order, we can form the ``up-blank zigzag` shape of the list. It can be seen that given a specific zigzag there is often more than one list from which it could have come. Moreover, if we make a formal sum of all the lists that yield the same zigzag it turns out this forms the basis for a ``zigzag algebra`

, which comes complete with an easy-to-use multiplication rule. In this talk we will be introduced to zigzags, the algebra they form, a few of their properties, and where else they arise in mathematics.

seminars/comb/abstract.200102vw.txt · Last modified: 2020/01/29 14:03 (external edit)

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