|May 26, 2022
줌 회의실: 889 8813 5947 (https://snu-ac-kr.zoom.us/j/88988135947)
초록: As this is my last colloquium at SNU, I will explain the meanings and backgrounds of selected theories that I have achieved in this department during the last 30 years. First I will describe a generalized Green's Theorem from which the exact Sobolev function spaces to which the traces of H(curl,D) belong. Here, D is a bounded Lipschitz domain.
Then several nonconforming Finite Element Spaces will be discussed.
I will also explain numerical inversion of Laplace transforms, which motivated the exponential convergent algorithms. If time permits, I will mention some results on inverse problems and other applications.