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My ICASSP 2020 Schedule

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TU2.I: Sampling Theory, Analysis and Methods

Session Type: Poster
Time: Tuesday, 5 May, 16:30 - 18:30
Location: On-Demand
Session Chair: Victor Solo, UNSW, Sydney
 
   TU2.I.1: DISTRIBUTED QUANTIZATION FOR SPARSE TIME SEQUENCES
         Alejandro Cohen; Massachusetts Institute of Technology
         Nir Shlezinger; Weizmann Institute of Science
         Salman Salamatian; Massachusetts Institute of Technology
         Yonina C. Eldar; Weizmann Institute of Science
         Muriel Medard; Massachusetts Institute of Technology
 
   TU2.I.2: A TIME-BASED SAMPLING FRAMEWORK FOR FINITE-RATE-OF-INNOVATION SIGNALS
         Sunil Rudresh; Indian Institute of Science
         Abijith Jagannath Kamath; Indian Institute of Science
         Chandra Sekhar Seelamantula; Indian Institute of Science
 
   TU2.I.3: EFFECTIVE APPROXIMATION OF BANDLIMITED SIGNALS AND THEIR SAMPLES
         Holger Boche; Technische Universität München
         Ullrich Mönich; Technische Universität München
 
   TU2.I.4: RECEIVER DESIGN AND AGC OPTIMIZATION WITH SELF INTERFERENCE INDUCED SATURATION
         Chandan Sheemar; EURECOM
         Dirk Slock; EURECOM
 
   TU2.I.5: D-SLAM: DIFFUSION SOURCE LOCALIZATION AND TRAJECTORY MAPPING
         Roxana Alexandru; Imperial College London
         Thierry Blu; Chinese University of Hong Kong
         Pier Luigi Dragotti; Imperial College London
 
   TU2.I.6: TRIGGERLESS RANDOM INTERLEAVED SAMPLING
         Marek Rupniewski; Warsaw University of Technology
 
   TU2.I.7: THE FRACTIONAL QUATERNION FOURIER NUMBER TRANSFORM
         Luiz da Silva Jr.; Federal University of Pernambuco
         José de Oliveira Neto; Federal University of Pernambuco
         Juliano Lima; Federal University of Pernambuco
 
   TU2.I.8: SHORT AND SQUEEZED: ACCELERATING THE COMPUTATION OF ANTISPARSE REPRESENTATIONS WITH SAFE SQUEEZING
         Clément Elvira; Univ Rennes, Inria, CNRS, IRISA
         Cédric Herzet; Univ Rennes, Inria, CNRS, IRISA
 
   TU2.I.9: DECENTRALIZED EXPECTED CONSISTENT SIGNAL RECOVERY FOR QUANTIZATION MEASUREMENTS
         Chang-Jen Wang; National Chiao Tung University
         Chao-Kai Wen; National Sun Yat-sen University
         Shang-Ho Tsai; National Chiao Tung University
         Shi Jin; Southeast University
 
   TU2.I.11: LIE GROUP STATE ESTIMATION VIA OPTIMAL TRANSPORT
         Zhichao Wang; University of New South Wales
         Victor Solo; University of New South Wales