|
Notice |
QSMS Mailing List Registration
|
qsms | 2021.09.09 | 1328 |
|
52 |
[QSMS Seminar 2021.10.26, 10.28] Feigin-Semikhatov duality in W-superalgebras
|
qsms | 2021.10.13 | 660 |
|
51 |
[QSMS Monthly Seminar] Quantum entanglement entropy in abelian arithmetic Chern-Simons theory
|
qsms | 2021.10.29 | 668 |
|
50 |
[Seminar 2021.05.12] Equivariant symplectic homology
|
qsms | 2021.05.06 | 672 |
|
49 |
[Seminar 2021.01.21] Zeta함수와 L함수에 대한 역사적 고찰VIII
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qsms | 2021.01.18 | 673 |
|
48 |
[Seminar 2020.12.29] Zeta함수와 L함수에 대한 역사적 고찰VI
|
qsms | 2020.12.28 | 680 |
|
47 |
[QSMS 기하/위상 세미나 2021.09.06] The mirror P=W conjecture from homological mirror symmetry of Fano manifolds
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qsms | 2021.09.03 | 701 |
|
46 |
[QSMS Monthly Seminar] Recoverable lattices
|
qsms | 2021.05.07 | 706 |
|
45 |
[QSMS Seminar 2022.03.04 (시간변경)] Introduction to Supersymmetric Field Theories
|
qsms | 2022.02.15 | 725 |
|
44 |
[SNU Number Theory Seminiar] 2021.10.15
|
qsms | 2021.09.09 | 728 |
|
43 |
[QSMS Monthly Seminar] Smoothing of Fano varieties and mutations
|
qsms | 2021.09.23 | 736 |
|
42 |
[Seminar 2021.02.25] Zeta함수와 L함수에 대한 역사적 고찰IX
|
qsms | 2021.02.22 | 761 |
|
41 |
[QSMS Monthly Seminar]Introduction to modular curves and modular forms
|
qsms | 2020.12.02 | 764 |
|
40 |
[QSMS Seminar 2021.10.12, 10.14] Vertex algebras and chiral homology I and II
|
qsms | 2021.09.23 | 787 |
|
39 |
[2021 KMS Annual Meeting] Related talks
|
qsms | 2021.10.05 | 811 |
|
38 |
[Seminar 2021.05.13] Convergence of harmonic maps via regular nodes
|
qsms | 2021.05.12 | 816 |
|
37 |
[Seminar 2021.05.11] Knotted embeddings
|
qsms | 2021.05.06 | 829 |
|
36 |
[SNU Number Theory Seminiar 2021.11.12] Moduli of Fontaine-Laffailles and mod-p local-global compatibility
|
qsms | 2021.10.29 | 855 |
|
35 |
[QSMS Seminar 14,16 Dec] A brief introduction to differential graded Lie algebras I, II
|
qsms | 2021.11.29 | 881 |
|
34 |
[Seminar 2021.05.14] On some results about non-holomorphic Jacobi forms
|
qsms | 2021.05.11 | 894 |
|
33 |
[Seminar 2020.12.23]Machine-learning for mathematics: case study of number fields and elliptic curves
|
qsms | 2020.12.07 | 921 |
