Results 31 to 40 of about 9,508 (163)
Channel state information (CSI) collected during WiFi packet transmissions can be used for localization of commodity WiFi devices in indoor environments with multipath propagation.
Afaz Uddin Ahmed +5 more
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Photonic-Assisted Scanning Receivers for Microwave Frequency Measurement
We present a novel technique based on matrix pencil assisted deconvolution to improve the measurement resolution in scanning receiver systems for microwave frequency measurements.
Shijie Song +7 more
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Typical matrix eigenvalue problems, quadratic or linear, are best formulated as pencils \((A,M)\) in which both \(A\) and \(M\) are real and symmetric. This fact is emphasized in the paper through a set of physical examples. Then, the canonical forms are used to explain the role of the sign characteristic attached to real eigenvalues.
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We derive a double-optimal iterative algorithm (DOIA) in an m-degree matrix pencil Krylov subspace to solve a rectangular linear matrix equation. Expressing the iterative solution in a matrix pencil and using two optimization techniques, we determine the
Chein-Shan Liu +2 more
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Ray pencils of general divergency
That a thin refracting element can have a dioptric power which is asymmetric immediately raises questions at the fundamentals of linear optics. In optometry the important concept of vergence, in particular, depends on the concept of a pencil of rays ...
W. F. Harris
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Equivalence of Matrix Pencil and HTLS Ring-Down Electromechanical Mode Identification Algorithms
Matrix pencil and Hankel total least squares (HTLS) are two popular ring-down electro- mechanical mode identification algorithms. The appeal of these algorithms can be attributed to faster execution due to the non-iterative procedure of model order ...
Krishna Rao, K. N. Shubhanga
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Poles Extraction of Underwater Targets Based on Matrix Pencil Method
The majority of the sonic frequency bands used in active sonar detection and identification are within the resonance region of the target. The poles of target are very important characteristics of the resonance region. This paper analyzes and studies the
Xuefei Ma +4 more
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Matrix pencils completion problems II
[For part I see the author, ibid. 428, No.~1, 259--304 (2008; Zbl 1131.15010).] The paper deals with the matrix pencils completion problem. This problem analyzes the existence of a matrix pencil with prescribed Kronecker invariants and a regular subpencil. Specifically, the author studies the following problem: Let \(A(\lambda) \in F[\lambda]^{n \times
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Canonical form of symplectic matrix pencils
Es seien \(E, A, K\in \mathbb{R}^{2n\times 2n}\), und \(K\) sei regulär und schiefsymmetrisch. Die Schar \(P(s, t)= sE- tA\), mit \(s\), \(t\in\mathbb{C}\) besitzt \(z_0\in\overline{\mathbb{C}}\) als Eigenwert, wenn es \(s_0, t_0\in \mathbb{C}\) mit \(z_0= s_0/t_0\) und mit \(\text{det }P(s_0, t_0)= 0\) gibt. Das Paar \((P(s, t),K)\) heißt symplektisch,
FERRANTE, AUGUSTO, B. LEVY
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Improving the Accuracy of the Pencil of Function Method Increasing Its Matrix Polynomial Degree
The estimation of complex natural frequencies in linear systems through their transient response analysis is a common practice in engineering and applied physics. In this context, the conventional Generalized Pencil of Function (GPOF) method that employs
Raul H. Barroso, Alfonso J. Zozaya Sahad
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