Park, Euisung; Sim, Saerom, On rank 3 quadratic equations of Veronese embeddings, Math. Nachr., 298 (2025), no. 9, 3135–3155.
Lee, Donghyeop; Park, Euisung; Sim, Saerom, Rank 3 Quadratic Generators of Veronese Embeddings: The Characteristic 3 Case, arXiv:2509.09383.
Kim, Sangjib; Lee, Donghyeop; Park, Euisung; Sim, Saerom, Recognition problem of surfaces of minimal degree.
(Computational) Algebraic Geometry
Tensor Rank and Waring Locus, especially Quadratic Rank
Determinantal Varieties: Investigating the defining equations and criteria for specific varieties.
“On rank-3 quadratic equations of rational normal curves,” Algebraic Geometry Seminar, Jeonbuk National University, Aug 8–10, 2022.
“On rank-3 quadratic equations of rational normal curves,” Jeonju Algebraic Geometry 3, Jeonju University, Apr 18–21, 2023.
“On pencils of quadrics,” Algebraic Geometry Seminar, Jeonbuk National University, Sep 20–22, 2023.
“Linear determinantal equations for all projective schemes,” Algebraic Geometry Seminar, Pukyong National University, Jul 1–3, 2025.
“Rank-3 quadratic equations of Veronese varieties,” SKKU–KU Graduate Student Meeting in Algebraic Geometry, Pukyong National University, Aug 27, 2025.
“On rank-3 quadratic equations of Veronese varieties,” Korea–Yonsei Academic Exchange in Science, Korea University, Sep 18, 2024.
[ 2020.3 ] - [ 2026.2 ]
[Korea University ] [ Ph.D. in Mathematics ]
Advisor: Prof. Euisung Park
Thesis: On the algebraic properties of Veronese embeddings
–
[ 2018.3 ] - [ 2020.2 ]
[ Korea University ] [ M.S. in Mathematics ]
Advisor: Prof. Euisung Park
–
[ 2014.3] - [ 2018.2 ]
[ Korea University ] [ B.S. in Mathematics ]
Assisted in tutorials and grading for undergraduate courses at Korea University.
Linear Algebra 1, 2 with Lab
Algebra 1, 2
Topics in Algebra
Set Theory
Combinatorics
Analysis 2
2018 Spring Linear Algebra 1 with Lab
2018 Fall Linear Algebra 2 with Lab, Combinatorics
2019 Spring Linear Algebra 1 with Lab, Algebra 1, Topics in Algebra
2019 Fall Linear Algebra 1 with Lab
2020 Spring Linear Algebra 1 with Lab
2020 Fall Linear Algebra 1 with Lab, Topics in Algebra
2021 Spring Linear Algebra 1 with Lab, Algebra 1
2021 Fall Set Theory, Analysis 2 with Lab
2022 Spring Linear Algebra 1 with Lab, Algebra 1
2022 Fall Algebra 2
2023 Spring Linear Algebra 1 with Lab, Algebra 1, Topics in Algebra
2023 Fall Algebra 2
2024 Spring Linear Algebra 1 with Lab, Algebra 1
2024 Fall Linear Algebra 2 with Lab, Algebra 2
2025 Spring Linear Algebra 1 with Lab, Algebra 1
2025 Fall Linear Algebra 2 with Lab, Algebra 2