Seok Hyun's website
Hello. Welcome to my website!
My name is Seok Hyun Byun and I am a Post Doctoral Fellow at Clemson University. My mentor is Professor Svetlana Poznanović. I received my Ph.D. in Mathematics at Indiana University Bloomington and my advisor was Professor Mihai Ciucu.
I am interested in Algebraic and Enumerative Combinatorics.
During my Ph.D., I worked on tiling enumeration problems and I am currently trying to broaden my area of research.
You can see my CV (not up to date) here, and you can check my contact information, publication list, and teaching experience below.
<Contact Information>
e-mail: sbyun (at) clemson.edu
<Publications / Preprints>
7. (with Mihai Ciucu and Yi-Lin Lee) Solution of some tiling open problems of Propp, Lai, and some related results [arXiv].
6. (with Mihai Ciucu) Perfect matchings and spanning trees: squarishness, bijections and independence [arXiv], submitted.
5. (with Svetlana Poznanović) On the maximum of the weighted binomial sum [arXiv], [Journal], Discrete Math. 347 (2024), no.5, Paper No. 113925, 19 pp.
4. (with Tri Lai) Lozenge Tilings of Hexagons with Intrusions I: Generalized Intrusion [arXiv], submitted.
3. Lozenge tilings of a hexagon with a horizontal intrusion [arXiv], [Journal], Ann. Comb. 26 (2022), no.4, 943–970.
2. Lozenge tilings of hexagons with holes on three crossing lines [arXiv], [Journal], Adv. Math. 398 (2022), Paper No. 108230, 22 pp.
1. A short proof of two shuffling theorems for tilings and a weighted generalization [arXiv], [Journal], Discrete Math. 345 (2022), no.3, Paper No. 112710, 9 pp.
<Courses taught at Clemson University>
Linear Algebra (MATH 3110): Fall 2024.
Calculus of One Variable II (MATH 1080): Fall 2023 (3 sections).
Discrete Mathematical Structures I (MATH 4190): Spring 2023 (2 sections), Fall 2024.
Business Calculus I (MATH 1020): Fall 2022 (2 sections).
<Courses taught at Indiana University Bloomington>
Precalculus with Trigonometry (M 27), Fall 2021.
(Online co-teaching) Finite Mathematics (M 118), Summer 2020.
Introduction to College Mathematics I (J 111), Fall 2019 (2 sections), Fall 2020.
Introduction to Algebra (J 10), Summer 2019.
Basic Algebra (M 14), Fall 2018.