Korea PDE School #10
Theme of 2020: Mathematical Theories on Elliptic and Hyperbolic PDEs and application to Industrial Mathematics
Place: NIMS, Daejeon, Korea
Dates: 2020.02.17. ~ 2020.02.21.

School Information
1. Home
 2. Registration
 3. Schedule
 4. Participants
 5. Accommodation
 6. Directions
 7. Lecture Room
 8. Organizers-Contacts
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winter school posters
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The 10th Korea PDE school will be held as follows.
Dates: 2020.02.17. ~ 2018.02.21.
Place: NIMS, Daejeon, Korea
Topics: Mathematical Theories of Elliptic/Hyperbolic PDEs and Applications to Industrial Mathematics
Funder: National Institute for Mathematical Sciences (NIMS),
Registration Period : 2020.01.02 - 2020.01.15
Winter School Poster: http://amath.kaist.ac.kr/pdeschool2020/2020poster.jpg

Principal lecturers and lecture topics
Qing Han (University of Notre DAME, USA) will give 5 lectures on "Regularity theory for uniformly degenerate elliptic equations".
Bongsuk Kwon (UNIST) and Moon-jin Kang (Sookmyung women’s University) will give 4 lectures on "An introduction to hyperbolic system of conservation laws"

Invited speakers and titles
Kyudong Choi (UNIST) will talk on "Stability of traveling waves in a hyperbolic-parabolic system arising from a chemotaxis model".
Young-Pil Choi (Yongsei University) will talk on "Asymptotic analysis for a Vlasov-Fokker-Planck/Navier-Stokes system".
Hyungju Hwang (POSTECH) will talk on " ".
Soyeon Jung (Kongju National University) will talk on "Stability of periodic traveling waves".
Donghwan Kim (KAIST) will talk on "Accelerated Douglas-Rachford Operator Splitting Method for Variational Problems".
Soon-Sun Kwon (Ajou University) will talk on "Statistical Models for Longitudinal Study in Medical Research".
Hyung Suk Park (NIMS) will talk on "Introduction to deep learning in medical image restoration".
Seungjin Ryu (University of Seoul) will talk on "Stability of periodic traveling waves".
Jinmyoung Seok (Kyonggi University) will talk on "Quantum classical correspondence between Energy-Casimir minimizers of the gravitational Hartree and Vlasov-Poisson equations".
Minha Yoo (NIMS) will talk on "Homogenization of elliptic and parabolic soft inclusions".

Abstracts in a pdf file