seminars:comb:abstract.202001vcc
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| seminars:comb:abstract.202001vcc [2020/05/18 02:13] – [Matjaz Konvalinka (Ljubljana)] zaslav | seminars:comb:abstract.202001vcc [2020/05/18 02:13] (current) – [The First Bijective Proof of the ASM Theorem] zaslav | ||
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| + | ====== Speaker: Matjaz Konvalinka (Ljubljana) ====== | ||
| + | ====== Title: The First Bijective Proof of the ASM Theorem ====== | ||
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| + | ===== Virtual Combinatorics Colloquium, 2020 January 15 ===== | ||
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| + | Alternating sign matrices (ASMs) were introduced by Robbins and Rumsey in the early 1980s. Together with Mills they conjectured an enumerative formula for the number of ASMs of size n x n, which was proved independently by Zeilberger and Kuperberg about 10 years later. In this talk, I will present the first bijective proof of this result. A crucial part is played by signed sets and sijections (bijections on signed sets). | ||
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| + | This is a joint project with Ilse Fischer. | ||
