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Notice |
QSMS Mailing List Registration
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qsms | 2021.09.09 | 91297 |
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25 |
[Seminar 05.14, 05.21, 05.28, 06.04] Introduction to derived categories
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qsms | 2021.04.16 | 59990 |
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24 |
[Seminar 2021.04.23] Quiver Hecke algebras and unipotent quantum coordinate ring
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qsms | 2021.04.09 | 46844 |
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23 |
[Seminar 2021.04.29] A realization of type A finite $W$-(super)algebra in terms of (super) Yangian
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qsms | 2021.04.09 | 45763 |
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22 |
[Seminar 2021.04.02] Quantum affine analog of Kazhdan-Lusztig positivity for non-simply laced types via simply laced types
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qsms | 2021.03.30 | 49983 |
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21 |
[QSMS Monthly Seminar] A survey on symplectic fillings and Milnor fibers of a normal complex surface singularity
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qsms | 2021.03.26 | 44418 |
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20 |
[Seminar 2021.03.19] Introduction to zeta functions of groups and rings
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qsms | 2021.03.04 | 45670 |
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19 |
[Seminar 2021.03.03] Zeta함수와 L함수에 대한 역사적 고찰X
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qsms | 2021.03.02 | 49497 |
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18 |
[Seminar 2021.02.25] Zeta함수와 L함수에 대한 역사적 고찰IX
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qsms | 2021.02.22 | 45475 |
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17 |
[Seminar 2021.01.21] Zeta함수와 L함수에 대한 역사적 고찰VIII
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qsms | 2021.01.18 | 45343 |
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16 |
[QSMS Monthly Seminiar] Symplectic homology and the McKay correspondence
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qsms | 2021.01.11 | 45670 |
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15 |
[Seminar 2021.01.07] Zeta함수와 L함수에 대한 역사적 고찰VII
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qsms | 2021.01.04 | 43619 |
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14 |
[Seminar 2020.12.29] Zeta함수와 L함수에 대한 역사적 고찰VI
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qsms | 2020.12.28 | 43591 |
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13 |
[Seminar 2020.12.23] Zeta함수와 L함수에 대한 역사적 고찰V
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qsms | 2020.12.21 | 45111 |
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12 |
[Seminar 2020.12.17] Zeta함수와 L함수에 대한 역사적 고찰IV
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qsms | 2020.12.08 | 43554 |
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11 |
[Seminar 2020.12.10] Zeta함수와 L함수에 대한 역사적 고찰III
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qsms | 2020.12.08 | 45074 |
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10 |
[Seminar 2020.12.23]Machine-learning for mathematics: case study of number fields and elliptic curves
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qsms | 2020.12.07 | 46372 |
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9 |
[Seminar 2020.12.03~05]Visual Studio Code를 사용하여 편리한 LaTeX 환경 구축하기
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qsms | 2020.12.02 | 45736 |
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8 |
[QSMS Monthly Seminar]Introduction to modular curves and modular forms
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qsms | 2020.12.02 | 45766 |
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7 |
[초청강연 2020.11.27] Zeta함수와 L함수에 대한 역사적 고찰II
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qsms | 2020.11.23 | 69274 |
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6 |
[초청강연 2020.11.20] Zeta함수와 L함수에 대한 역사적 고찰
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qsms | 2020.11.18 | 45783 |
