1. 제 목 : The Cell Boundary Element Methods

2. 연 사 : Prof. YOUNG MOK JEON(Department of Mathematics , Ajou University, Suwon)

3. 일 시 : 2007년 4월 20일 (금) 17:30~18:30

4. 장 소 : 서울대 신공학관(301동) 1층 세미나실

5. 내 용 :

The nonconforming cell boundary element (CBE) methods are proposed for elliptic equations.
The methods are designed in such a way that they enjoy the mass conservation at the element level and the normal component of fluxes at inter-element boundaries are continuous for unstructured triangular meshes. Normal flux continuity and the optimal order error estimates in a broken energy norm for the P1 method are established, which are completion of authors' earlier works. Moreover, two second order methods and a multiscale CBE method are constructed and numerical experiments are performed.

6. 약 력 :
2003-Present, Professor, Ajou University, Department of Mathematics
2000-2001, Visiting Scholar, UNSW, Sydney
1998-2003, Associate Professor, Ajou University, Department of Mathematics
1995-1995, Visiting Scholar, Univ. of Hanover & Weierstrass Institute, Berlin
1994-1998, Assistant Professor, Ajou University, Department of Mathematics
1993-1994, Research Associate, UNSW, Sydney
1988-1993 PH. D., Mathematics, University of Iowa, Iowa City, Thesis Advisor: Kendall E. Atkinson
1983-1985 MS, Applied Mathematics, Korea Advanced Institute of Science and Technology (KAIST)
1979-1983 BS, Mathematics, Seoul National University

7. 문 의 : 기계항공공학부 김 종 암 교수 (☏ 880-1915)