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seminars:comb:start [2025/10/10 12:28]
zaslav [FALL 2025]
seminars:comb:start [2025/10/30 00:28] (current)
zaslav [FALL 2025]
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-**Tuesday, 10/14**\\+**Tuesday, 10/​14** ​(jointly with the Geometry/​Topology Seminar)\\
 Speaker: Lee Kennard (Syracuse)\\ Speaker: Lee Kennard (Syracuse)\\
 Title: Regular Matroids and Torus Representations\\ Title: Regular Matroids and Torus Representations\\
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 **Tuesday, 10/21**\\ **Tuesday, 10/21**\\
-Speaker: Tan Tran (Binghamton)\\ +No seminar today. ​\\
-Title: ​\\+
 Time: 1:30-2:30\\ Time: 1:30-2:30\\
 Location: ​ WH 100E\\ Location: ​ WH 100E\\
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 **Tuesday, 10/28**\\ **Tuesday, 10/28**\\
-Speaker: \\ +The seminar takes a holiday today.\\
-Title: ​\\+
 Time: 1:30-2:30\\ Time: 1:30-2:30\\
 Location: ​ WH 100E\\ Location: ​ WH 100E\\
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 **Tuesday, 11/4**\\ **Tuesday, 11/4**\\
 Speaker: Brendon Rhoades (U.C. San Diego)\\ Speaker: Brendon Rhoades (U.C. San Diego)\\
-Title: ​TBA\\+Title: ​Matrix Loci and Shadow Play\\
 Time: 1:30-2:30\\ Time: 1:30-2:30\\
 Location: ​ WH 100E\\ Location: ​ WH 100E\\
 +
 +Let lis$(w)$ be the length of the longest increasing subsequence of a permutation $w$ in $S_n$. I describe a graded quotient $R_n$ of the polynomial ring over an $n$-by-$n$ matrix of variables whose Hilbert series is the generating function of lis, up to reversal. The Gröbner theory of $R_n$ is governed by the Viennot shadow avatar of the Schensted correspondence. The ring $R_n$ is constructed via the orbit harmonics technique of deformation theory. ​
 +
 +I will give some related results and open problems. ​
 +
 +Joint with Jasper Liu, Yichen Ma, Jaeseong Oh, and Hai Zhu.
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 **Tuesday, 11/11**\\ **Tuesday, 11/11**\\
-Speaker: \\+Speaker: ​Tan Tran (Binghamton)\\
 Title: \\ Title: \\
 Time: 1:30-2:30\\ Time: 1:30-2:30\\
seminars/comb/start.1760113689.txt · Last modified: 2025/10/10 12:28 by zaslav