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    • Asymptotic Achievability of the Cramér–Rao Bound For Noisy Compressive Sampling 

      Babadi, Behtash; Kalouptsidis, Nicholas; Tarokh, Vahid (Institute of Electrical and Electronics Engineers, 2009)
      We consider a model of the form ${bf y}={bf Ax}+{bf n}$, where ${bf x}inBBC^{M}$ is sparse with at most $L$ nonzero coefficients in unknown locations, ${bf y}inBBC^{N}$ is the observation vector, ${bf A}inBBC^{Ntimes M}$ ...