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An error estimate for the nonconforming finite element method of the Poisson problem with discontinuous Dirichlet boundary condition
https://www.math.snu.ac.kr/board/index.php?mid=seminars&document_srl=787056
2018.09.10
11:48:47
516
Date
Sep 10, 2018
Speaker
최형준
Dept.
한국기술교육대학교
Room
129-307
Time
14:00-16:00
TBA
List
Date
Time
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Speaker
Room
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Order unit norms arising from separable multi-qubit X-states
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Root numbers
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The Fourier finite element method for the corner singularity expansion of the Heat equation
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An error estimate for the nonconforming finite element method of the Poisson problem with discontinuous Dirichlet boundary condition
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A Brief Introduction to Quantum Computer
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Optimal investment and consumption with liquid and illiquid assets
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Log BPS numbers of log Calabi-Yau surfaces
최진원
129-406
May 26, 2015
16:00 - 17:00
Green functions for elliptic systems
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Nov 28, 2018
17:00-18:30
An efficient approach for removing look-ahead bias in the least square Monte Carlo algorithm: Leave-one-out
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27-325
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Multiple sections of ruled surfaces
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On multi-bubble solutions for nonlinear elliptic equations involving critical exponents.
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14:00-14:45
Propagation of chaos for the Vlasov-Poission-Fokker-Planck equation with a polynomal cut-off
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27-220
May 04, 2021
16:00-16:30
Demazure modules and $0$-Hecke modules of type $A$
최승일
129-101
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