김유식 사진
김유식
영문이름
Kim, Yoosik
직위(직급)
조교수
전화번호
051-510-2285
팩스번호
051-581-1458
이메일
yoosik@pusan.ac.kr
사이트
https://sites.google.com/site/kimyoosik27/
연구분야
사교위상수학 (Symplectic Topology)
연구실
607-620

학력 (Education)

2016.05 University of Wisconsin at Madison 수학과, 박사

2009.02 포스텍 (POSTECH) 수학과, 학사    

 

경력 (Experience)

2021.03 - 현재 부산대학교 수학과 조교수

2019.07 - 2021.01 Brandeis/Harvard University, Simons Collaboration Postdoc

2017.07 - 2019.06 Boston University, Postdoc
2016.07 - 2017.06 기초과학연구원 기하학수리물리연구단 (IBS-CGP), 연구위원

 

대표논문 (Selected Publications)

[11] "T-equivariant disc potential and SYZ mirror construction", ADVANCES IN MATHEMATICS /ISSN = 0001-8708, Vol.430 (2023/10) (ACADEMIC PRESS INC ELSEVIER SCIENCE) 김유식,Xiao Zheng,Siu-Cheong Lau

[10] "IMMERSED TWO-SPHERES AND SYZ WITH APPLICATION TO GRASSMANNIANS", JOURNAL OF DIFFERENTIAL GEOMETRY /ISSN = 0022-040X, Vol.125 Issue.3 pp.427 - 507 (2023/10)(LEHIGH UNIV) 김유식,홍한솔,Siu-Cheong Lau

[9] "ON NON-DISPLACEABLE LAGRANGIAN SUBMANIFOLDS IN TWO-STEP FLAG VARIETIES", JOURNAL OF THE KOREAN MATHEMATICAL SOCIETY /ISSN = 0304-9914, Vol.60 Issue.5 pp.1109 - 1133 (2023/09) (KOREAN MATHEMATICAL SOC) 단독

[8] "Disk potential functions for quadrics", JOURNAL OF FIXED POINT THEORY AND APPLICATIONS /ISSN = 1661-7738, Vol.25 Issue.2, (2023/06) (SPRINGER BASEL AG) 단독

[7] "Small toric resolutions of toric varieties of string polytopes with small indices", COMMUNICATIONS IN CONTEMPORARY MATHEMATICS /ISSN = 0219-1997, Vol.25 Issue.01pp.2150112 - 2150112, (2023/02) (WORLD SCIENTIFIC PUBL CO PTE LTD) 조윤형,김유식,이은정,박경동

[6] "On the combinatorics of string polytopes", JOURNAL OF COMBINATORIAL THEORY SERIES A /ISSN = 0097-3165, Vol.184 Issue.105508 pp.1 - 46, (2021/11) (ACADEMIC PRESS INC ELSEVIER SCIENCE)

[5] "Monotone Lagrangians in Flag Varieties", INTERNATIONAL MATHEMATICS RESEARCH NOTICES /ISSN = 1073-7928, Vol.2021 Issue.18 pp.13892 - 13945,(2021/09) (HINDAWI PUBLISHING CORPORATION)

[4] "A critical point analysis of Landau-Ginzburg potentials with bulk in Gelfand-Cetlin systems", TRANSFORMATION GROUPS, JOURNAL OF MATHEMATICS OF KYOTO UNIVERSITY /ISSN = 0023-608X, Vol.61

Issue.2 pp.259 - 304 (2021/06) (KINOKUNIYA CO LTD)

[3] "Lagrangian fibers of Gelfand-Cetlin systems of SO(n)-type", Transform. Groups 25 (2020), no 4, 1063?1102. with Yunhyung Cho.
[2] "Lagrangian fibers of Gelfand-Cetlin systems", Adv. Math. 372 (2020), 107304, 57 pp. with Yunhyung Cho and Yong-Geun Oh.

[1] "Detecting non-displaceable toric fibers on compact toric manifolds via tropicalizations", Internat. J. Math. 30 (2019), No. 01, 1950003, 40 pp. with Jaeho Lee, Fumihiko Sanda.


● 대학원생(Graduate student)

○석사 졸업생

  이창우 (2023년 2월)


○석사 재학생

  김태환, 손병근


○석박사 통합 재학생

  최진주