Department Seminars and Colloquium
Yoshiyuki Kagei (Tokyo Institute of Technology)PDE Seminar
Stability of the compressible Taylor vortices under axisymmetric perturbations
Minseok Choi (POSTECH)Computational Math Seminar
Physics-informed learning for stochastic systems
김호연 (KAIST)PH.D Defence
Convergence to heterogeneous diffusion equation and wave propagation in reaction-diffusion equations
박현준 (KAIST)PH.D Defence
Wave Propagation in Reaction Diffusion Equations via parabolic and hyperbolic singular limits
SAARC Seminars
IBS-KAIST Seminars
Graduate Seminars
Conferences and Workshops
Student News
Seokmin Ha Receives the Grand Prix from the 2021 Long-Term URP Program Workshop 2022.03
Yun Min Song Takes the 2021 KSMB Poster Award 2022.03
Hyukpyo Hong Takes 2021 KSIAM Poster Award 2021.12
Dae Wook Kim Receives the Best Young Researcher Award 2021 from the Korean Society for Industrial and Applied Mathematics 2021.07
Problem of the Week Awards for the 2021 Spring Season 2021.06
Two Doctoral Students Receive Prizes from the Society of Mathematical Biology Annual Meeting 2021 2021.06
“Miwon Du-Myeong Scholarship” expanded to the Dept. of Mathematical Sciences 2020.06
Best Teaching Assistant Awards in Fall 2019 2020.01
Jongwon Lee won Simon Marais Mathematics Competition 2019 2019.12
Results of the College Mathematics Competition 2019 2019.12
Bookmarks
Bulletin Boards
2022학년도 가을학기 대학원 입학 안내 | 04. 07 | |
2022학년도 가을학기 대학원 입학 필기시험 안내 | 04. 06 | |
[온라인 기업설명회] 루센트블록 | 05. 16 | |
[종료]수리과학과 2022년도(9월1일부)강사 채용공고 | 04. 19 | |
[종료] [Apply] 미원상사 두명 펠로우십 프로그램 | 04. 01 | |
[종료]2022 미원상사 두명장학금 장학생 선발 모집 공고 | 04. 01 | |
[구인] 수리과학과 뉴스레터(소식지) 학생기자를 모집합니다. | 03. 22 |
학부생 수학과외 구합니다. | 07. 01 | |
고페이 수학강사 모십니다. | 08. 11 | |
중3 수학 과외 선생님 모십니다. | 04. 06 | |
여학생 과외 원합니다. | 03. 07 | |
고교2학년생입니다. 수학선생님 원해요 | 11. 11 | |
대학원 입시 설명회 자료 좀 올려주시겠어요? | 06. 22 | |
모듈 형식과 타원 방정식에 대해서 질문합니다 | 11. 13 |
Alumni News
Problem of the week
Prove or disprove the following:
For any positive integer \( n \), there exists a polynomial \( P_n \) of degree \( n^2 \) such that
(1) all coefficients of \( P_n \) are integers with absolute value at most \( n^2 \), and
(2) \( 1 \) is a root of \( P_n =0 \) with multiplicity at least \( n \).