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Characterization of orthogonal subspaces for alias-free reconstruction of damped complex exponential modes in sparse arrays.

, , and . ACSSC, page 97-100. IEEE, (2014)

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Robust measurement design for detecting sparse signals: Equiangular uniform tight frames and grassmannian packings., , and . ACC, page 4070-4075. IEEE, (2010)Error Probability Bounds for Binary Relay Trees with Crummy Sensors, , , , and . CoRR, (2011)Coordinating complementary waveforms across time and frequency., , , and . SSP, page 868-871. IEEE, (2012)Extending Polymatroid Set Functions With Curvature and Bounding the Greedy Strategy., , and . SSP, page 318-322. IEEE, (2018)Phenomena discovery in WSNs: A compressive sensing based approach., , , and . ICC, page 1851-1856. IEEE, (2013)Measurement design for detecting sparse signals., , and . Phys. Commun., 5 (2): 64-75 (2012)An Improved Greedy Curvature Bound in Finite-Horizon String Optimization with an Application to a Sensor Coverage Problem., , , and . CDC, page 1257-1262. IEEE, (2023)Error Probability Bounds for Balanced Binary Relay Trees., , , , and . IEEE Trans. Inf. Theory, 58 (6): 3548-3563 (2012)Detection performance of M-ary relay trees with non-binary message alphabets., , , , and . SSP, page 792-795. IEEE, (2012)Sensitivity to basis mismatch in compressed sensing., , , and . ICASSP, page 3930-3933. IEEE, (2010)