Blind signal processing (BSP) is currently one of the most exciting areas of research in statistical signal processing, unsupervised machine learning, neural networks, information theory, and exploratory data analysis. It has applications at the intersection of many science and engineering disciplines concerned with understanding and extracting useful information from data as diverse as neuronal activity and brain images, bioinformatics, communications, the World Wide Web, audio, video, and sensor signals. Because BSP is an interdisciplinary research area, the combination of ideas from the above disciplines is a developing avenue of research. The aim of this Special Section is to offer an opportunity to link these techniques in different areas and to find effectiveways of solving this problem. The Special Section constitutes a vehicle whereby researchers can present new studies of BSP, thus paving the way for future developments in the field.We received 20 submissions for consideration. After the review process, we selected the following eight papers for publication that span the approaches identified above. These are complex blind source extraction from noisy mixtures using second order statistics by Javidi et al.; complex independent component analysis by entropy bound minimization by Li et al.; real-time independent vector analysis for convolutive blind source separation by Kim; a nonnegative blind source separation model for binary test data by Schachtner et al.; a matrix pseudoinversion lemma and its application to block-based adaptive blind deconvolution for MIMO systems by Kohno et al.; colored subspace analysis: dimension reduction based on a signal’s autocorrelation structure by Theis; blind adaptive equalization of MIMO systems: new recursive algorithms and convergence analysis by Radenkovic et al.; and noise estimation using mean square cross prediction error for speech enhancement by Wang et al. We hope that this Special Section will stimulate interest in the challenging area of BSP, and look forward to seeing an increasing body of high-quality research aligned to this idea. We would like to express our gratitude to the authors of the papers in this special section, and also to the more than 60 reviewers who helped us evaluate the submissions.

IEEE TRANSACTIONS ON CIRCUITS AND SYSTEMS: PART-I - Special Section on Blind Signal Processing and Its Applications / S., Makino; A., Cichocki; W. X., Zheng; Uncini, Aurelio. - In: IEEE TRANSACTIONS ON CIRCUITS AND SYSTEMS. I, REGULAR PAPERS. - ISSN 1549-8328. - (2010).

IEEE TRANSACTIONS ON CIRCUITS AND SYSTEMS: PART-I - Special Section on Blind Signal Processing and Its Applications

UNCINI, Aurelio
2010

Abstract

Blind signal processing (BSP) is currently one of the most exciting areas of research in statistical signal processing, unsupervised machine learning, neural networks, information theory, and exploratory data analysis. It has applications at the intersection of many science and engineering disciplines concerned with understanding and extracting useful information from data as diverse as neuronal activity and brain images, bioinformatics, communications, the World Wide Web, audio, video, and sensor signals. Because BSP is an interdisciplinary research area, the combination of ideas from the above disciplines is a developing avenue of research. The aim of this Special Section is to offer an opportunity to link these techniques in different areas and to find effectiveways of solving this problem. The Special Section constitutes a vehicle whereby researchers can present new studies of BSP, thus paving the way for future developments in the field.We received 20 submissions for consideration. After the review process, we selected the following eight papers for publication that span the approaches identified above. These are complex blind source extraction from noisy mixtures using second order statistics by Javidi et al.; complex independent component analysis by entropy bound minimization by Li et al.; real-time independent vector analysis for convolutive blind source separation by Kim; a nonnegative blind source separation model for binary test data by Schachtner et al.; a matrix pseudoinversion lemma and its application to block-based adaptive blind deconvolution for MIMO systems by Kohno et al.; colored subspace analysis: dimension reduction based on a signal’s autocorrelation structure by Theis; blind adaptive equalization of MIMO systems: new recursive algorithms and convergence analysis by Radenkovic et al.; and noise estimation using mean square cross prediction error for speech enhancement by Wang et al. We hope that this Special Section will stimulate interest in the challenging area of BSP, and look forward to seeing an increasing body of high-quality research aligned to this idea. We would like to express our gratitude to the authors of the papers in this special section, and also to the more than 60 reviewers who helped us evaluate the submissions.
2010
2010
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11573/748616
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