XMU/XMUM Joint Mathematics Online Seminar: Towards equivalent thickened ribbon Schur functions
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：靳宇（厦门大学）
：2024-04-29 15:30
：海韵园数理大楼686会议室
报告人：靳宇（厦门大学）
时 间：2024年4月29日15:30
地 点：数理大楼686会议室&腾讯会议ID: 722-619-300（无密码）
内容摘要:
Two skew diagrams are defined to be equivalent if their corresponding skew Schur functions are equal. The equivalence classes for ribbons have been classified by Billera, Thomas and van Willigenburg in 2006. In this paper, we provide a complete characterization of equivalence classes for connected skew diagrams with exactly one 2 × m or m × 2 block of boxes for all m≥2. In particular, possible sizes of equivalence classes are one, two or four, confirming special cases of the elusive conjecture on equivalent skew connected diagrams proposed by McNamara and van Willigenburg in 2009. This is joint work with Shu Xiao Li (Shandong University).
个人简介：
Emma Yu Jin, Professor of the School of Mathematical Sciences at Xiamen University. Her research interests are enumerative and analytic combinatorics.
