1. 제 목 : Mathematical Theory of Hyperbolic Conservation Laws

2. 연 사 : Seung-Yeal Ha

3. 일 시 : 2005년 11월 4일 (금) 오전 11:00 - 12:00

4. 장 소 : 서울대 301동 117호

5. 내 용 :
In this talk, I will survey the recent progress on the Cauchy problem of hyperbolic conservation laws. The first global existence of BV-solutions to 1D-hyperbolic conservation laws was established by Glimm in 1965 and the issue of uniqueness and its stability was open since then. Recently Bressan, Liu and Yang resolved the issue on the uniqueness and stability in Glimm scheme. I will briefly outline Liu-Yang’s robust nonlinear functional approach and its extension to the Boltzmann equation.

6. 약 력 :

1997: Seoul National University Mathematics B.Sc.
2001 : Stanford University Mathematics Ph.D.
1997.6 - 2001.6 : Teaching Assistant at Stanford University during academic year
2000.4 - 2000.8: Research Assistant at the Institute of Mathematics of Academia Sinica in Taiwan
2001.9 - 2003.12: Van Vleck Visiting Assistant Professor at the University of Wisconsin at Madison
2003.12 - Present: Assistant Professor at Seoul National University in Korea


7. 문 의 : 기계항공공학부 김 종 암 (☏ 880-1915)