Sinan Gunturk

About

Sinan Gunturk is a Professor of Mathematics at NYU Courant. His research focuses on efficient digital representations of analog signals, drawing on sampling theory, harmonic analysis, and quantization theory. He has worked on sigma-delta modulation and recently on quantization theory for compressive sampling.

Education

• Ph.D., Applied and Computational Mathematics, Princeton University, USA, 2000
• B.S., Mathematics and Electrical Engineering, Bogazici University, Turkey, 1996

Selected publications

• Iteratively Re-weighted Least Squares Minimization for Sparse Recovery
• Mathematics of Analog-to-Digital Conversion
• Sobolev Duals for Random Frames and Sigma-Delta Quantization of Compressed Sensing Measurements