FAST BAYESIAN COMPRESSIVE SENSING USING LAPLACE PRIORS S. Derin Babacan1 , Rafael Molina2 , Aggelos K. Katsaggelos1 1 2 Department of Electrical Engineering

Source URL: decsai.ugr.es

• Statistics
• Probability
• Mathematical analysis
• Probability distributions
• Linear algebra
• Bayesian statistics
• Laplace distribution
• Compressed sensing
• Marginal likelihood
• Relevance vector machine
• Bayesian network
• Bayesian inference

Message-passing algorithms for compressed sensing David L. Donohoa,1 , Arian Malekib , and Andrea Montanaria,b,1 Departments of a Statistics and b Electrical Engineering, Stanford University, Stanford, CAContribut

Source URL: web.stanford.edu

Institut für Technische Informatik und Kommunikationsnetze Computer Engineering and Networks Laboratory Prof. L. Thiele

Source URL: www.tik.ee.ethz.ch

• Medical ultrasonography
• Medicine
• Acoustics
• Medical equipment
• Medical imaging
• Compressed sensing
• Linear algebra
• Medical ultrasound
• Ultrasound
• Health care
• Mathematics

COMPRESSED SENSING FOR APERTURE SYNTHESIS IMAGING Stephan Wenger∗ , Soheil Darabi†1 , Pradeep Sen†1 , Karl-Heinz Glaßmeier‡ , and Marcus Magnor∗2 ∗ TU Braunschweig Computer Graphics Lab

Source URL: www.ece.ucsb.edu

QUASI-LINEAR COMPRESSED SENSING MARTIN EHLER∗ , MASSIMO FORNASIER† , AND JULIANE SIGL‡ Abstract. Inspired by significant real-life applications, in particular, sparse phase retrieval and sparse pulsation frequency

Source URL: www-m15.ma.tum.de

Damping Noise-Folding and Enhanced Support Recovery in Compressed Sensing Extended Technical Report Marco Artina∗, Massimo Fornasier†, and Steffen Peter‡ Technische Universit¨

Source URL: www-m15.ma.tum.de

Human Action Recognition by Learning Bases of Action Attributes and Parts Bangpeng Yao1 , Xiaoye Jiang2 , Aditya Khosla1 , Andy Lai Lin3 , Leonidas Guibas1 , and Li Fei-Fei1 1 2

Source URL: geometry.stanford.edu

• Science and technology
• Mathematics
• Conference on Computer Vision and Pattern Recognition
• Academia
• Sparse approximation
• Attribute
• Machine learning
• Outline of object recognition
• Compressed sensing

Information and Inference: A Journal of the IMAPage 1 of 27 doi:imaiai/iarxxx Damping Noise-Folding and Enhanced Support Recovery in Compressed Sensing M ARCO A RTINA,

Source URL: www-m15.ma.tum.de

Learning Optimal Compressed Sensing Yair Weiss and William T. Freeman Computer Science and Artificial Intelligence Lab MIT ,

Source URL: snowbird.djvuzone.org

Technische Universit¨at M¨unchen Faculty of Mathematics Chair for Applied Numerical Analysis Quasilinear Compressed Sensing Master’s Thesis

Source URL: www-m15.ma.tum.de