Postdoctoral Researcher

gshin at kangwon.ac.kr

C.H. Kim and G. Shin "Multiplicative Hecke operators and their applications," J. Math. Anal. Appl. 543 (2), part 3, 2025.

T. Matsusaka and G. Shin "Note on an explicit formula of Rademacher symbols for triangle groups," Proc. AMS. 153 (9), 3713-3721, 2025.

S.-Y. Kang, T. Matsusaka, and G. Shin "Quasi-modularity in MacMahon partition variants and prime detection," Ramanujan J. 67, article no. 81, 2025.

Ph.D. Student

cbr9r7022 at kangwon.ac.kr

S.-Y. Kang, S. Kim, T. Matsusaka, and J. Yoo "Hauptmoduln and even-order mock theta functions modulo 2," J. Korean Mathematical Society 62(5), 1297–1312, 2025.

H. Cho, S. H. Hwang, S. Kim, and H. Nam "The largest size of an (s,s+2)-core partition with even or odd parts only," Int. J. Number Theory 21(9), 2095-2110, 2025

M.S. Student

dxscf156 at kangwon.ac.kr

S.-Y. Kang and C. H. Lee "Geometric constructions via Origami: from classical methods to multiple fold techniques," C-KRIMS, 1(2), article no. S3, 119-134, 2025.

Undergraduate Student

kangjh6348 at kangwon.ac.kr

Combinatorics

2014.09- 2017.02

Fibonacci Numbers, Compositions and Partitions

Combinatorics

2015.03- 2018.02

Bijection of Fishburn Families

Partition Theory

2016.03 - 2018.08

Analogues of Alder's Conjecture

S.-Y. Kang and E. Park "An analogue of Alder-Andrews conjecture generalizing the 2nd Rogers-Ramanujan identity," Discrete Mathematics, 343:7, 11882, 2020.

Partition Theory

2018.03- 2021.02

Asymptotic relations between distinct partitions and partitions satisfying certain congruences

S.-Y. Kang and Y. H. Kim "Bounds for d-distinct partitions," Hardy-Ramanujan Journal, 43, 83-90, 2021.

Designer of this webpage

2021.05- 2022.03

Partition Theory

2020.01- 2024.01

Correspondence among d-distinct partitions, lattice paths, and (n+1)-color partitions

H. Cho, S.-Y. Kang, and B. Kim "Alder-type partition inequality at the general level," Discrete Math. 347:11, article no. 114157, 2024.

H. Cho and S.-Y. Kang "Correspondence among d-distinct partitions, lattice paths, and (n + 1)-color partitions," C-KRIMS, 1(1), article no. 2, 9-18, 2025.

Partition Theory, Modular Forms

2020.01- 2025.08

GBG-rank Generating Function for Integer Partitions

S.-Y. Kang, S. Kim, T. Matsusaka, and J. Yoo "Hauptmoduln and even-order mock theta functions modulo 2," J. Korean Mathematical Society 62(5), 1297–1312, 2025.

H. Cho, E. Kim, H.-H. Lee, K. Lee, A. J. Yee, J. Yoo "GBG-rank generating functions for ordinary, self-conjugate, and doubled distinct partitions" Séminaire Lotharingien de Combinatoire 93B, article no.35, 12pp, 2025.

H. Cho, E. Kim, H.-H. Lee, K. Lee, A. J. Yee, J. Yoo GBG-rank generating functions for Integer Partitions, Proceedings of the 37th Conference on Formal Power Series and Algebraic Combinatorics (Sapporo), 2025.