E-mail: edchien@bu.edu
Snail mail:
Boston University
Department of Computer Science
665 Commonwealth Ave, Rm 836
Boston, MA 02215
I am an Assistant Professor in the Department of Computer Science here at Boston University.
Research interests: geometry processing, computational knitting/fabrication, quad/hex meshing, applied optimal transport, harmonic and bounded distortion mappings
I obtained my Ph.D. in Mathematics in 2015 from Rutgers University under Prof. Feng Luo, studying low-dimensional topology and geometry. More specifically, my thesis constructed square tilings of surfaces arising from discrete harmonic differential 1-forms.
Afterwards, I transitioned to applied work, working as a postdoc with Prof. Ofir Weber at Bar-Ilan University in Israel. While there, I focused on harmonic and bounded distortion methods for mapping, parametrization, and interpolation. For my second postdoc, I returned to the States for three years in the Geometric Data Processing Group at MIT, led by Prof. Justin Solomon. There I began research in hex meshing and applied optimal transport.
In recent years, I have added research directions on computational knitting and fabrication, and geometry processing of vector and point cloud data. I have thoroughly enjoyed combining my theoretical training with complex engineering problems.