Precision power quality control in grid-integrated microgrid via matrix pencil technique. [PDF]
Sahoo B, Samantaray SR, Alhaider MM.
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Phantom for standardization in functional near-infrared spectroscopy, part 2: optical properties and Monte Carlo simulations. [PDF]
Amendola C +11 more
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The Research on the Handwriting Stability in Different Devices and Conditions. [PDF]
Lai HJ, Tsai LH, Hsu KY, Yang WC.
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Early cognitive screening for individuals on the dementia continuum: A novel approach amid current trends. [PDF]
Urian DM +4 more
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A kurtosis-ESPRIT algorithm for RealTime stability assessment in droop controlled microgrids. [PDF]
Osama A +6 more
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Non-contrast enhanced functional lung MRI in children: systematic review. [PDF]
Streibel C +7 more
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Bioanalysis of amphetamines in alternative matrices using a sensitive and validated liquid chromatography-tandem mass spectrometry method and its application to real samples. [PDF]
Makhdoom HS, Abid AI, Khan NUH, Abbas Z.
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Nerve Activity Analysis Using Matrix Pencil Method
Mizouri, Zied +5 more
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Using the matrix pencil method to solve phase unwrapping
IEEE Transactions on Signal Processing, 2003This correspondence presents a phase unwrapping (PU) algorithm based on the matrix pencil (MP) method. A brief discussion is given on the relationship between PU and instantaneous frequency estimation. The PU algorithm and its properties are presented in detail. Results show a significant improvement in PU with respect to previous algorithms.
Nico G, J Fortuny
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A deflation method for regular matrix pencils
Applied Mathematics and Computation, 2011A matrix pencil \(\lambda Y-X\) of order \(m\) is called an eigenpencil of a matrix pencil \(\lambda B-A\) or order \(n>m\) if there exist \(n\times m\) matrices \(V\) and \(W\) of rank \(m\) such that \((\lambda B-A)V=W(\lambda Y-X)\). The authors show that, if an eigenpencil is known, it may be used to extend the Wielandt deflation for regular matrix
Edgar Pereira, Cecilia Rosa
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