Titlebook: Excursions in Harmonic Analysis, Volume 3; The February Fourier Radu Balan,Matthew J. Begué,Kasso A. Okoudjou Book 2015 Springer Internatio

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Adventures in Compressive Sensing Based MIMO Radarematical challenges. In this chapter, we consider a multiple-input-multiple-output (MIMO) radar system. Using sparsity as a key ingredient of our approach and tools from compressive sensing, we derive a mathematical framework for the imaging of targets in the azimuth-range-Doppler domain. Our analys

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Foundations for Local Governanceies in . are reordered in comparison with the more familiar . (where . is not unique). Elimination with three other starting points 1, . and ., . and ., 1 produces three more factorizations of ., including the Wiener–Hopf form . and Bruhat’s . with two upper triangular factors..All these starting po

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https://doi.org/10.1007/978-94-009-8397-7oarray technology. The success of this technology is highly dependent upon the use of advanced algorithms to analyze the random sequence peptide arrays and to process variations in antibody profiles to discriminate between pathogens. This work presents the use of time–frequency signal processing met

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https://doi.org/10.1007/978-3-658-13533-1level tracking of moving objects from a sequence of frames in a movie is less well understood. In this work, we study the interplay between 3D wavelet–shearlet edge detection and thresholding in accomplishing these two tasks. We find that a simple thresholding algorithm, modeling the edge image as a

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Ian Dempsey,Michael O’Neill,Anthony Brabazony and wavelet theory, and we briefly consider this theoretical background. The ergodicity defect provides a measure of the complexity of individual fluid particle trajectories and this measurement is used to identify Lagrangian coherent structures in the flow. Results for both idealized and realisti

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Foundations of Atmospheric Remote Sensingnd have all-zero crosscorrelation, is described. The sequences have a semi-polyphase Fourier transform with a constant nonzero magnitude at . points and zero magnitude at . points. The design takes place in Zak space. The use of Zak space setting enables selection of a desirable Fourier transform ze

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The ,th-Bias and Blackwell Optimality,ension is nontrivial because closed-form expressions for the conditional signal covariance matrices are no longer available. We propose a reversible jump particle filter (RJPF) based estimation of the source angles, which has been successfully used in narrowband DOA estimation of moving sources. We