신진연구인력 명단
- 성명
- 김신휘
- 직위구분
-
박사후연구원
- 연구실번호
- 031-299-4529
- 연구실주소
- 31251A, Science Building 1, Sungkyunkwan University (SKKU) Natural Sciences Campus,
- 이메일
- kimsinhwi@skku.edu
- 홈페이지
- 사업참여기간
- 2022.3.1~ 2025.02.28
- 약력
- Gyeonggibuk Science High School, South Korea (Feb. 2009 – Feb. 2012)
BS in Mathematics, Sungkyunkwan University, South Korea (Mar. 2012 – Feb. 2016)
Cumulative GPA : 4.19 / 4.5
PhD in Mathematics, Sungkyunkwan University, South Korea (Mar. 2016 – Feb. 2022)
Adviser: Prof. JeongHyeong Park
Cumulative GPA : 4.5 / 4.5
- 논문
- M. Itoh, S. Kim, J. H. Park, and H. Satoh, Harmonic Hadamard manifolds of prescribed Ricci curvature and volume entropy, Kyushu Journal of Mathematics 70 (2016), no. 2, 267-280.
S. Kim and J. H. Park, Characterization function of symmetric Damek-Ricci space, Bulletin of the Korean Mathematical Society 54 (2017), no. 3, 911-916.
J. Choe, S. Kim, and J. H. Park, Characterizing the harmonic manifolds by the eigenfunctions of the Laplacian, Journal of Geometry and Physics 126 (2018), 22-26.
S. Kim, Y. Nikolayevsky, and J. H. Park, Einstein hypersurfaces of the Cayley projective plane, Differential Geometry and its Applications 69 (2020), 10154, 6 pp.
S. Kim, Y. Nikolayevsky, and J. H. Park, Totally geodesic submanifolds of Damek-Ricci spaces, Revista Matemática Iberoamericana 37 (2021), no. 4, 1321-1332.
S. Kim, Y. Nikolayevsky, and J. H. Park, Einstein hypersurfaces of Damek-Ricci spaces, Journal of Geometry and Physics 167 (2021), Paper No. 104278, 10 pp.
S. Kim and J. H. Park, Two theorems on the intersections of horospheres in asymptotically harmonic spaces, arXiv:2206.12890.
- 성명
- 민경석
- 직위구분
-
박사후연구원
- 연구실번호
- 031-299-4529
- 연구실주소
- 51352D, Sungkyunkwan University (SKKU) Natural Sciences Campus
- 이메일
- ionnadas@skku.edu
- 홈페이지
- 사업참여기간
- 2026.03.01~2027.02.28
- 약력
- 학사: 2009.03 - 2015.02 성균관대학교 공과대학 화학공학
박사: 2018.03 - 2026.02 성균관대학교 자연과학대학 일반대학원 수학과
지도교수 김창헌교수님
- 논문
- Arithmetic properties of generalized Hecke operators
- 성명
- 신규철
- 직위구분
-
박사후연구원
- 연구실번호
- 031-299-4529
- 연구실주소
- 51304, Science Building 1, Sungkyunkwan University (SKKU) Natural Sciences Campus
- 이메일
- sgc1991@skku.edu
- 홈페이지
- 사업참여기간
- 2025.03.01 ~ 2025.12.31
- 약력
- 학 사
2010년3월-2017년8월
성균관대학교
수학과,물리학과
박 사
2017년9월-2025년2월
성균관대학교
수학과
지도교수 김창헌
- 논문
- Multiplicative Hecke operators and their applications, Journal of Mathematical Analysis and Applications
- 성명
- 장지혁
- 직위구분
-
박사후연구원
- 연구실번호
- 031-299-4529
- 연구실주소
- 51352D, Science Building 1, Sungkyunkwan University (SKKU) Natural Sciences Campus
- 이메일
- ab4242@skku.edu
- 홈페이지
- 사업참여기간
- 2024.05.01 ~ 2024.12.31
- 약력
- • Ph.D. in Mathematics, Sungkyunkwan University, February 2024.
– Advisor: Jang Soo Kim
• B.S. in Mathematics, Sungkyunkwan University, February 2017.
- 논문
- 1. (with Byung-Hak Hwang, Jang Soo Kim, Minho Song, U-keun Song) Refined canonical stable
Grothendieck polynomials and their duals, Part 1, Advances in Mathematics, Volume 446, (2024)
2. (with Byung-Hak Hwang, Jaeseong Oh) A combinatorial model for the transition matrix between
the Specht and web bases, Forum of Mathematics, Sigma, Volume 11, (2023), e82
3. (with Sooyeong Kim, Minho Song) Kemeny’s constant and Wiener index on trees, Linear Algebra and
its Applications, Volume 674, (2023), Pages 230-243
4. (with Donghyun Kim, Jang Soo Kim, Minho Song, U-keun Song) Negative moments of orthogonal
polynomials, Forum of Mathematics, Sigma, Volume 11, (2023), e22
5. (with Jang Soo Kim) Volumes of flow polytopes related to caracol graphs, Electronic J. Combin.,
Volume 27, Issue 4 (2020), P4.21
- 성명
- 황쉐이
- 직위구분
-
박사후연구원
- 연구실번호
- 031-299-4529
- 연구실주소
- 31257B, Science Building 1, Sungkyunkwan University (SKKU) Natural Sciences Campus,
- 이메일
- huangxymath@163.com
- 홈페이지
- 사업참여기간
- 2021.8.1 ~ 2022.7.31
- 약력
- Urumqi, CN Septemer 2008–June 2012 Xinjiang University
B.S. in Mathematics and Applied Mathematics
Urumqi, CN Septemer 2012–June 2015 Xinjiang University
M.S. in Mathematics, Advisor: Qiongxiang Huang
– Thesis: “On the characterization of Laplacian integral graphs”
Urumqi, CN Septemer 2015–June 2018 Xinjiang University
Ph.D. in Applied Mathematics, Advisor: Qiongxiang Huang