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Sparse Time-Frequency Distribution Reconstruction Using the Adaptive Compressed Sensed Area Optimized with the Multi-Objective Approach
by
Vrankic, Miroslav
, Jurdana, Vedran
, Lopac, Nikola
in
Algorithms
/ Analysis
/ compressive sensing
/ Frequency distribution
/ Localization
/ Methods
/ multi-objective meta-heuristic optimization
/ Optimization
/ Rényi entropy
/ Signal processing
/ sparse signal reconstruction
/ time-frequency distribution
2023
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Sparse Time-Frequency Distribution Reconstruction Using the Adaptive Compressed Sensed Area Optimized with the Multi-Objective Approach
by
Vrankic, Miroslav
, Jurdana, Vedran
, Lopac, Nikola
in
Algorithms
/ Analysis
/ compressive sensing
/ Frequency distribution
/ Localization
/ Methods
/ multi-objective meta-heuristic optimization
/ Optimization
/ Rényi entropy
/ Signal processing
/ sparse signal reconstruction
/ time-frequency distribution
2023
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Do you wish to request the book?
Sparse Time-Frequency Distribution Reconstruction Using the Adaptive Compressed Sensed Area Optimized with the Multi-Objective Approach
by
Vrankic, Miroslav
, Jurdana, Vedran
, Lopac, Nikola
in
Algorithms
/ Analysis
/ compressive sensing
/ Frequency distribution
/ Localization
/ Methods
/ multi-objective meta-heuristic optimization
/ Optimization
/ Rényi entropy
/ Signal processing
/ sparse signal reconstruction
/ time-frequency distribution
2023
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Sparse Time-Frequency Distribution Reconstruction Using the Adaptive Compressed Sensed Area Optimized with the Multi-Objective Approach
Journal Article
Sparse Time-Frequency Distribution Reconstruction Using the Adaptive Compressed Sensed Area Optimized with the Multi-Objective Approach
2023
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Overview
Compressive sensing (CS) of the signal ambiguity function (AF) and enforcing the sparsity constraint on the resulting signal time-frequency distribution (TFD) has been shown to be an efficient method for time-frequency signal processing. This paper proposes a method for adaptive CS-AF area selection, which extracts the magnitude-significant AF samples through a clustering approach using the density-based spatial clustering algorithm. Moreover, an appropriate criterion for the performance of the method is formalized, i.e., component concentration and preservation, as well as interference suppression, are measured utilizing the information obtained from the short-term and the narrow-band Rényi entropies, while component connectivity is evaluated using the number of regions with continuously-connected samples. The CS-AF area selection and reconstruction algorithm parameters are optimized using an automatic multi-objective meta-heuristic optimization method, minimizing the here-proposed combination of measures as objective functions. Consistent improvement in CS-AF area selection and TFD reconstruction performance has been achieved without requiring a priori knowledge of the input signal for multiple reconstruction algorithms. This was demonstrated for both noisy synthetic and real-life signals.
Publisher
MDPI AG,MDPI
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