Technical Program

TA8a2: Compressive Sensing and Sparsity

Session Type: Poster
Time: Tuesday, November 5, 08:15 - 09:55
Location: Merrill
Session Chair: Dirk Slock, EURECOM
 
TA8a2-1: JOINTLY SPARSE SIGNAL RECOVERY WITH PRIOR INFO
         Natalie Durgin; Spiceworks
         Rachel Grotheer; Goucher College
         Chenxi Huang; Yale University
         Shuang Li; Colorado School of Mines
         Anna Ma; University of California, San Diego
         Deanna Needell; University of California, Los Angeles
         Jing Qin; University of Kentucky
 
TA8a2-2: NEAR SENSOR DECISION MAKING VIA COMPRESSED MEASUREMENTS FOR HIGHLY CONSTRAINED HARDWARE
         Wissam Benjilali; Univ. Grenoble Alpes, CEA, LETI, F-38000 Grenoble
         William Guicquero; Univ. Grenoble Alpes, CEA, LETI, F-38000 Grenoble
         Laurent Jacques; ISPGroup, ICTEAM/ELEN, UCLouvain, Louvainla- Neuve, Belgium
         Gilles Sicard; Univ. Grenoble Alpes, CEA, LETI, F-38000 Grenoble
 
TA8a2-3: LOW COMPLEXITY STATIC AND DYNAMIC SPARSE BAYESIAN LEARNING COMBINING BP, VB AND EP MESSAGE PASSING
         Christo Kurisummoottil Thomas; Eurecom
         Dirk Slock; Eurecom
 
TA8a2-4: C-SBL(VB): A VARIATIONAL BAYES ALGORITHM FOR SPARSE RECOVERY OF SIGNALS WITH UNKNOWN CLUSTERING PATTERN
         Mohammad Shekaramiz; Utah Valley University
         Todd Moon; Utah State University
         Jacob Gunther; Utah State University
 
TA8a2-5: LP QUASI-NORM MINIMIZATION
         Mahmoud Ashour; Pennsylvania State University
         Constantino Lagoa; Pennsylvania State University
         Necdet Aybat; Pennsylvania State University
 
TA8a2-6: DRIVING MARKOV CHAINS TO DESIRED EQUILIBRIA VIA LINEAR PROGRAMMING
         Harish S. Bhat; University of California, Merced
         Li-Hsuan Huang; University of California, Merced
         Sebastian Rodriguez; Northwestern University
 
TA8a2-7: CONVERGENCE ANALYSIS OF SPARSE BAYESIAN LEARNING UNDER APPROXIMATE INFERENCE TECHNIQUES
         Christo Kurisummoottil Thomas; Eurecom
         Dirk Slock; Eurecom
 
TA8a2-8: L_{1-2} REGULARIZED LOGISTIC REGRESSION
         Jing Qin; University of Kentucky
         Yifei Lou; The University of Texas at Dallas