seminars

2022.07.05 09:20:56

104

Date	Jul 06, 2022
Speaker	한정민
Dept.	University of Jyväskylä , Finland
Room	27-220
Time	10:00-12:00

List

Date	Time	Subject	Speaker	Room
Nov 15, 2019	15:00-16:00	Mathematical study on self-dual equations arising from two dimensional gauge field models	한종민	129-104
Nov 04, 2016	10:00-11:30	Some algebraic aspects of overdetermined PDE systems III	한종규	27-116
Sep 30, 2016	10:00-11:30	Some algebraic aspects of overdetermined PDE systems	한종규	27-116
Oct 07, 2016	10:00-11:30	Some algebraic aspects of overdetermined PDE systems	한종규	27-116
Jul 06, 2022	10:00-12:00	Game-theoretic approach for PDEs involving eigenvalues of the Hessian	한정민	27-220
Jun 14, 2018	11:00-12:30	Restriction problem of U(n+1)timesU(n)	한재호	129-104
Jul 08, 2019	10:00-11:30	Quantum Random Oracle Model with Auxiliary Inputs	한민기	129-307
Jun 20, 2022	10:00-12:00	Cryptographic Algorithms for Quantum Computations	한민기	27-220
May 02, 2014	10:30-12:00	Banach-Tarski paradox and amenable groups	한경훈	27-220
Sep 26, 2014	10:30-12:00	A Kirchberg type tensor theorem for operator systems	한경훈	129-301
Apr 03, 2015	10:30-12:00	Various notions of positivity for bi-linear maps and applications to tri-partite entanglement	한경훈	129-301
Sep 11, 2015	10:30-12:00	Construction of multi-qubit optimal genuine entanglement witnesses	한경훈	129-301
May 30, 2018	16:00-17:30	인공신경망의 기초	한경훈	129-301
May 01, 2019	16:00-17:30	Order unit norms arising from separable multi-qubit X-states	한경훈	129-301
Jan 24, 2019	14:00-15:00	Root numbers	한겨울	27-116
Feb 14, 2019	14:00-16:00	Root numbers	한겨울	27-116
May 27, 2014	16:00-18:00	On the least prime primitive root and the polynomial equation X+Y=Z	하준수	129-307
Aug 20, 2021	14:00-16:00	Quantum nonlocality without entanglement depending on nonzero prior pribilities in optimal unambiguous discrimition	하동훈	선택
Mar 16, 2016	16:00-18:00	Machine Learning for Music	하길찬	129-301
Dec 27, 2017	14:00-15:00	The Fourier finite element method for the corner singularity expansion of the Heat equation $file$	최형준	129-310

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RESEARCH

Game-theoretic approach for PDEs involving eigenvalues of the Hessian