Combinatorics on Flag Varieties and Related Topics 2021
Date. January 25–27, 2021
Place. Ajou University, Suwon, Republic of Korea and online
Lecture Notes
Lecture Notes
January 25
January 25
Yunhyung Cho A brief introduction to toric varieties and Newton-Okounkov bodies (Lec 1, Lec 2)
Naoki Fujita Introduction to crystal bases (Lec 1, Lec 2)
January 26
January 26
Lara Bossinger Gröbner degenerations of Grassmannains and cluster algebras (Lec 1, Lec 2)
Naoki Fujita Newton-Okounkov bodies of flag and Schubert varieties (Lec 3, Lec 4)
(* At the beginning of Lecture 3, the organizer forgot to record, so the video for Lecture 3 is short. You can skip the video to 1min 20sec.)
January 27
January 27
Megumi Harada An introduction to Hessenberg varieties and their Newton-Okounkov bodies (No video)
Akihiro Higashitani Introduction to combinatorial mutations of polytopes and its applications (Lec 1, Lec 2)