About me: I am a mathematician interested in both analytical and computational aspects of inverse problems. My current research focuses on several areas:
- Source condition and stability estimate of iterative methods in Banach spaces
- Conditional Lipschitz/Hölder stability for the Calderón type inverse problems
- Effects of parameterization on parameter identification problems in Geophysical Imaging
- Reconstruction method of Magneto-Acoustic Tomography with Magnetic induction (MAT-MI)
I am an industrial postdoc at the Institute for Mathematics and its Applications (IMA) at the University of Minnesota. I was a member of the Geo-Mathematical Imaging Group (GMIG) in Purdue University.
Professional Information:
Email: qiu [dot] lingyun [at] ima [dot] umn [dot] edu
Mailing Address:
Institute for Mathematics and its Applications
University of Minnesota
354 Lind Hall, 207 Church Street SE
Minneapolis, MN, 55455
Lingyun Qiu 