In this talk, we will present the bijective correspondence between Young diagrams and proper numerical sets. Then we will use this correspondence to introduce Young diagram decompositions for symmetric numerical sets (and semigroups). We will extend these decompositions to almost symmetric numerical semigroups.
There will be a coffee break after the seminar.
References
[1] M. Suer, M. Yesil. Symmetric and Pseudo-Symmetric Numerical Semigroups via Young Diagrams and their Semigroup Rings. Journal of the Korean Mathematical Society 58 (2021), 1367--1383.
[2] M. Yesil. Young Diagram Decompositions for Almost Symmetric Numerical Semigroups. arXiv:2504.20688
Date and Venue
Start Date
Venue
FC1 007 (and online)
End Date
Speaker
Mehmet Yesil
Speaker's Institution
Batman University
Files
Mehmet_Yesil_0.pdf364.9 KB
Area
Algebra, Combinatorics and Number Theory