Sung Eun Kim Profile
BA: Mathematics, Chung Ang University (Seoul, Korea)
PhD: Mathematics, University of Rochester (New York)
Dissertation topic: Calderon's Problem for Lipschitz Piecewise Smooth Conductivities.
Dr. Kim lived in South Korea till she came to Rochester, NY to attend graduate school in 2001. She taught several classes at the University of Rochester as a graduate student and felt God’s leading to teach at a Christian school. She and her husband Marcus like to study the Bible together, to read biblical books and classics, and to play racquetball.
Expertise / Involvements
Microlocal Analysis, Electrical Impedance Tomography
Calderon's problem for Lipschitz piecewise smooth conductivities, Inverse Problems 24 (2008) 055016
Professional Societies or Affiliations
American Mathematics Society (AMS)
Mathematics Association of America (MAA)
Association of Christians in the Mathematical Sciences (CMS)
Project Next Fellow (2008-2009)
Mathematics Research Community (2009)