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(March 29)Recent Advances in Compressive Sensing

Time: Mar 25, 2016

时间 地点
人物

Title:

Recent  Advances in Compressive Sensing

Lecturer:

Dr.  YUAN Xin

Time:

8:00,  March 29, 2016

Venue:

1602,  New Science & Technology Building, North Campus

Lecturer  Profile

Dr. YUAN Xinis currently a video coding and analysis lead researcher at Bell Labs,  Murray Hill, New Jersey, USA. Prior to this, Dr. Yuan had been a Post-Doctoral  Associate/Research Scientist with the Department of Electrical and Computer  Engineering, Duke University, Durham, NC, USA, from 2012 to 2015. His research  interest lies in signal processing, machine learning, compressive sensing,  computer vision, computational photography, and image processing. Xin Yuan has  published 26 Journal papers and 23 conference papers in the signal processing  area since 2011. His work “Image Translation for Single-shot Focal Tomography”  (published in Optica, with Patrick Llull, David Brady and Lawrence Carin) has  been reported in Science Daily. Other two papers he co-authored have won the  best paper award at Computational Optical Sensing and Imaging (COSI) 2013 and  2014. He has won the travel award for Gordon Research Conference on Imaging  Science in 2014 and the IEEE travel grant for Intentional Conference  on Acoustics, Speech, and Signal Processing (ICASSP) 2016. He has  been reviewers for more than 10 journals in signal processing and image  processing, including the IEEE Transactions on Signal Processing, IEEE  Transactions on Image Processing IEEE Transactions on Aerospace  and Electronic Systems, et al.

Lecture  Abstract

Compressive  sensing is an important field with continuing advances in theory and  applications. Compressive sensing has led to diverse applications, including  two-dimensional images, videos, hyperspectral images, depth, x-ray, millimeter  wave, polarization, microscopy and Terahertz imaging. Beyond imaging,  compressive sensing has also been used in radar signal processing and remote  sensing. In this talk, we will start from the space-time0spectrum tradeoff, and  introduce the underlying principle of compressive sensing cameras will be  described. As a pivot role in compressive sensing reconstruction will be  introduced too. Both optimization and Bayesian reconstruction algorithms will  be described, taking video compressive sensing as an example.

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