An algorithm for linearly constrained adaptive array processing
By O. Frost. 1972
How researchers see this paper
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- Adam Polyak
- Lior Wolf
- Yossi Adi
- Alexandre D'efossez
- Eliya Nachmani
- Jade Copet
- Gabriel Synnaeve
- Wei-Ning Hsu
Citations in the corpus
- Voice Separation with an Unknown Number of Multiple Speakers (2020, background): “, 2009), the authors present an extension to the minimum variance distortionless response (MVDR) beamformer (Capon, 1969; Frost, 1972).”
- AudioGen: Textually Guided Audio Generation (2022, background): “Audio is intrinsically a one dimensional signal and thus has less degrees of freedom to differentiate overlapping “objects” (Capon, 1969; Frost, 1972).”
- Multichannel Eigenspace Beamforming in a Reverberant Noisy Environment With Multiple Interfering Speech Signals (2009, background): “In an MVDR beamformer [15], [16], the power of the output signal is minimized under the constraint that signals arriving from the assumed direction of the desired speech source are processed without distortion.”
- Self-initiating MUSIC-based direction finding and polarization estimation in spatio-polarizational beamspace (2000, background): “3) Why Use Spatio-Polarizational Beamspace?:An electromagnetic vector sensor, with its six constituent antennas, may form spatio-polarizational beams (for example, via linearly constrained minimum variance (LCMV) beamforming [ 1 ]) to pass only a signal-of-interest along certain angular/polarization”
- Signal enhancement using beamforming and nonstationarity with applications to speech (2001, methodology): “By following the derivation of [1] in the frequency domain, we derive a beamforming algorithm for the general TF case.”
- A Consolidated Perspective on Multimicrophone Speech Enhancement and Source Separation (2017, unknown): “Given j (cid:63) ( n, f ) and θ , it turns out that the optimal value of the predominant source is obtained by the MVDR beamformer s (cid:63)j ( n, f ) = w H MVDR ( f ) x ( n, f ) where w MVDR ( f ) is given by (43) by identifying a 1 with a (cid:63)j ( f ) and setting q = 1 .”
- Principles of minimum variance robust adaptive beamforming design (2013, methodology): “Depending on the choice of C or f, we may have point or derivative mainbeam constraints [3,88].”
- Constrained band selection for hyperspectral imagery (2006, methodology): “One is to convert a band image to a band image vector and the data sample correlation matrix used in the CEM is then replaced with a correlation matrix obtained by averaging the individual band image correlation matrix.”
- Geometric source separation: merging convolutive source separation with geometric beamforming (2001, methodology): “This concept is used in the linearly constrained minimum variance (LCMV) algorithm and is also the underlying idea for the generalized sidelobe canceler [15], [16].”
- Robust Wideband Adaptive Beamforming With Null Broadening and Constant Beamwidth (2019, methodology): “Array beampatterns of Frost, FI constraints, and proposed methods are investigated, and the corresponding results are shown in Fig.”
- Salient Band Selection for Hyperspectral Image Classification via Manifold Ranking (2016, background): “This idea can be traced back to the linearly constrained minimum variance (LCMV) [47] and the induced algorithms are similarly denoted as LCMV-BCM and LCMV-BCC.”
- Microphone array processing for distant speech recognition: Towards real-world deployment (2012, unknown): “1] [26]”
- On robust Capon beamforming and diagonal loading (2003, methodology): “In this paper, we focus on SOI power estimation problem, but the robust beamforming approach we present herein can also be used for other applications including signal waveform estimation [8], [9], [28].”