03/22 15:00 Sang-hyun Kim (KIAS)
IBS CGP-POSTECH Math Colloquium
03/21 16:00 Younghwan Son (포항공대, 수학과 / POSTECH, Math)
IBS-CGP Seminar>
03/20 14:00 Hongqiu Chen (University of Memphis)
CM2LA Seminar
03/19 17:00 Youngdae Yoon (APCTP)
MINDS Seminar on Scientific Computing
03/19 16:00 김진수 (포항공대, 수학과 / POSTECH, Math)
Journal club on stochastic processes for biochemical systems
05/31 15:00 Youngjoon Hong (KAIST)
Title : Theory guided machine learning for partial differential equationsSpeaker : Youngjoon Hong (KAIST)
05/24 15:00 Hyeontae Jo (Korea University Sejong Campus)
Title : Can we infer the distribution function included in the differential equationSpeaker : Hyeontae Jo (Korea University Sejong Campus)
05/03 15:00 Dohyun Kwon (University of Seoul)
Title : De Giorgi's Minimizing MovementsSpeaker : Dohyun Kwon (University of Seoul)Abstract : The study of gradient flows holds significant importance across various fields, including partial differential equations, optimization, and machine learning. In this talk, we aim to explore the relationship between gradient flows and their time-discretized formulations, known as De Giorgi's minimizing movements scheme. We focus on how De Giorgi's minimizing movements coincide with gradient flows in two different spaces: the space of sets and the space of probability measures called Wasserstein space. Then, we discuss their implications for the well-posedness and long-time behavior of some PDEs, including mean curvature flow and the nonlinear Fokker-Planck equation.
04/26 15:00 Ki-Ahm Lee (Seoul National University)
Title : Degenerate/Singular Partial Differential EquationsSpeaker : Ki-Ahm Lee (Seoul National University)Abstract : In this talk, we are going to consider various degenerate or singular operatorin partial differential equations related to free boundary problems and mathematical finance.We will discuss its underlined geometry and how the generalized polynomials appears in the regularity theory.
04/05 15:00 Kyeong Hun Kim (Korea university)
Title : Parabolic PDEs and SPDEs with space-time non-local operatorsSpeaker : Kyeong Hun Kim (Korea University)Abstract : Parabolic equations are related to time dependent natural phenomena. For instance, the classical heat equation with local operators describes the normal diffusion. On the other hand, the description of abnormal diffusion and randomly moving particles with jumps requires the use of non-local operators.In this talk, I will give a short introduction to the parabolic PDEs and stochastic PDEs having non-local operators with respect to time and space variables.
01/09 10:00 CM2LA Seorabeol Research Station ; Workshop in Kinetic theory
01/22 09:00 The 19th ILJU School of Mathematics>
01/08 09:00 11th (2024) NCTS-POSTECH-PMI Joint Workshop on Number Theory
09/22 10:00 2023 POSTECH International Conference on Mathematical Machine Learning and AI
포스텍 컨퍼런스 수리 기계학습 및 인공지능 국제 학술대회
01/30 09:00 The 18th ILJU School of Mathematics
ILJU School of Mathematics - ILJU School of Mathematics with Spanish Functional Analysis Network The aim of the 18th ILJU School of Mathematics is to introduce recent research problems on Banach space and related topics including basic materials so that the researchers are encouraged to share them and also to increase communication and friendship between participants. https://sites.google.com/view/2023ilju