학술회의 및 워크샵

제목
Korea PDE Winter School #5
기간
2015-02-09 ~ 2015-02-13
장소
NIMS, Daejeon
Organizer

Advisory committee: 

Dongho Chae, Chung-Ang University

Hi Jun Choe, Yonsei University

Hyeonbae Kang, Inha University

Minkyu Kwak, Chonnam National University

Yong-Hoon Lee, Pusan National University

 

Scientific committee: 

Jaeyoung Byeon, KAIST

Seung Yeal Ha, Seoul National University

Kyungkeun Kang, Yonsei University

Soonsik Kwon, KAIST

Ki-Ahm Lee, Seoul National University

 

Organizing committee: 

Sun-Sig Byun, Seoul National University

Hyung Ju Hwang, POSTECH

Hyunseok Kim, Sogang University

Seick Kim, Yonsei University

Yong Jung Kim, KAIST


Local organizer and contacts: 
Hyunseok Kim. Sogang University. Tel: 02-705-8873, email:

내용

2015 PDE School Poster / PDE School General Information (En /Kr)
Abstracts : Ha, Seung-Yeal / Bae, Myoungjean / Yong-Kum Cho / Sunho Choi / Doyoon Kim / Bongsuk Kwon / Ho Lee / Kyungwoo Song / Seok-Bae Yun /

 

The 5th Korea PDE school will be held as follows.

Dates: 2015.02.09. ~ 2015.02.13.

Place: NIMS, Daejeon, Korea

Topics: Mathematical theory of kinetic and fluid equations

Sponsor: NIMS, KIAS CMC

Registration Period : 2014.12.01 - 2015.01.15

 

Principal lecturers and lecture topics

Seung-Yeal Ha (Seoul National University) will give 5 lectures on "Introduction to mathematical theory of kinetic equations"

Lecture 1: Where do kinetic equations come from and why do we need to study ?

Lecture 2, 3: Basics of the Boltzmann equation

Lecture 4: From the Boltzmann equation to fluid equations

Lecture 5: Basics of the mean-field kinetic equations


Myoungjean Bae (POSTECH) will give 5 lectures on "Free Boundary Problem with Mixed type PDE: Transonic shocks"

Lecture 1. Introduction - Euler system for compressible flow / Derivation of Rankine-Hugoniot conditions / One dimensional transonic shock solution

Lecture 2. Normal shock in a rectangular domain / Potential flow / Hyperbolic-elliptic mixed type nonlinear PDE / Derivation of a free boundary problem

Lecture 3. Supersonic solution (Quick review on hyperbolic PDE) 

Lecture 4. Subsonic solution (Quick review on Elliptic PDE) 

Lecture 5. How to solve a transonic shock problem? (Open problems)

 

Invited speakers and talk titles

Yong-Kum Cho (Chung-Ang U) Infinite Energy Solutions of the Boltzmann Equation: Recent Developments 

Sunho Choi (KAIST) Scattering and Modified scattering of the Vlasov-Poisson system 

Doyoon Kim (Kyung Hee U) Elliptic and parabolic equations in Sobolev spaces 

Bongsuk Kwon (UNIST) A brief review of shock and rarefaction waves in hyperbolic conservation laws 

Ho Lee (Kyung Hee U) Global properties of solutions to the Einstein-Boltzmann system with Bianchi I symmetry 

Kyungwoo Song (Kyung Hee U) Semi-hyperbolic patches and sonic lines of two-dimensional Riemann problems of Conservation laws

Seok-Bae Yun (Sung Kyun Kwan U) An introduction to BGK models

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