Results 11 to 20 of about 9,941 (162)
Inverse Numerical Range and Determinantal Quartic Curves
A hyperbolic ternary form, according to the Helton–Vinnikov theorem, admits a determinantal representation of a linear symmetric matrix pencil. A kernel vector function of the linear symmetric matrix pencil is a solution to the inverse numerical range ...
Mao-Ting Chien, Hiroshi Nakazato
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Matrix pencil and system poles [PDF]
Abstract Poles of a linear time-invariant system can be extracted from a matrix pencil constructed from the transient response of the system. Three subspace filtering techniques applicable to the matrix pencil method are presented briefly in a unified way.
Hua, Yingbo, Sarkar, Tapan K
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Pseudospectra of Loewner Matrix Pencils
Loewner matrix pencils play a central role in the system realization theory of Mayo and Antoulas, an important development in data-driven modeling. The eigenvalues of these pencils reveal system poles. How robust are the poles recovered via Loewner realization?
Mark Embree, Antonio Cosmin Ionita
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Estimation of Wideband Multi-Component Phasors Considering Signal Damping
Harmonic and interharmonic content in power system signals is increasing with the development of renewable energy generation and power electronic devices.
Dongfang Zhao +4 more
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Lucas Jódar, M. Consuelo Casabán
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Supraharmonics Measurement Based on Colored Noise Suppressed Matrix Pencil Method
Supraharmonics emitted from power electronic devices can cause electromagnetic interference. However, there is currently no unified standard for measuring supraharmonics.
Kaite Li +3 more
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Blind Multiuser Detection for Long-Code CDMA Systems with Transmission-Induced Cyclostationarity
We consider blind channel identification and signal separation in long-code CDMA systems. First, by modeling the received signals as cyclostationary processes with modulation-induced cyclostationarity, long-code CDMA system is characterized using a time ...
Li Tongtong +3 more
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Definitizable hermitian matrix pencils
The paper presents three characterizations of strongly definitizable pencils, which generalize the classical results for definite pencils. They are in particular stably simultaneously diagonable. Also this form of stability is discussed with respect to an open subset of the real line. Implications for some quadratic eigenvalue problems are included.
LANCASTER, P., Ye, Qiang
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About canonical forms of regular matrix pencil
The algorithm of local reduction of the regular matrix pencil to canonical form is constructed in the article.
P. F. Samusenko
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Application of the Non-Hermitian Singular Spectrum Analysis to the Exponential Retrieval Problem
Introduction. In practical signal processing and its many applications, researchers and engineers try to find a number of harmonics and their frequencies in a time signal contaminated by noise. In this manuscript we propose a new approach to this problem.
D. J. Nicolsky, G. S. Tipenko
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