On extended eigenvalues and extended eigenvectors of truncated shift [PDF]
arXiv, 2012 We give a complete description of the set of extended eigenvectors of truncated shifts defined on the model spaces K_u := H^2\ominus uH^2, in the case of u is a Blaschke product.
arxiv
On the coding of Jacobi's method of computing eigenvalues and eigenvectors of real, symmetric matrices [PDF]
, 1959 F. J. Corbató
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Eigenvectors and minimal bases for some families of Fiedler-like linearizations
, 2014 In this paper, we obtain formulas for the left and right eigenvectors and minimal bases of some families of Fiedler-like linearizations of square matrix polynomials.
M. Bueno, Fernando De Terán
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Towards a Theory of Additive Eigenvectors [PDF]
arXiv, 2018 The standard approach in solving stochastic equations is eigenvector decomposition. Using separation ansatz $P(i,t)=u(i)e^{\mu t}$ one obtains standard equation for eigenvectors $Ku=\mu u$, where $K$ is the rate matrix of the master equation. While universally accepted, the standard approach is not the only possibility. Using additive separation ansatz
arxiv
Impact of Number of Noise Eigenvectors Used on the Resolution Probability of MUSIC
IEEE Access, 2019 The MUltiple SIgnal Classification (MUSIC) algorithm is a well-known eigenanalysis technique and has been studied extensively. The algorithm relies on accurate partitioning of the eigenvectors of the spatial correlation matrix between the signal (i.e ...
Ashwin Bhobani Baral, Murat Torlak
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Eigenvectors from eigenvalues revisited [PDF]
arXiv, 2019 This is a remark on a recent post by P. Denton, S. Parke, T. Tao, X.
arxiv
On the Eigenvector belonging to the Maximal Root of a Non-negative Matrix [PDF]
, 1960 Alexander Ostrowski
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Note on eigenvectors from eigenvalues [PDF]
arXiv, 2019 Denton, Parke, Tao and Zhang gave a new method which determines eigenvectors from eigenvalues for Hermitian matrices with distinct eigenvalues. In this short note, we extend the above result to general Hermitian matrices.
arxiv
Eigenvector Expansions of Green's Dyads with Applications to Geophysical Theory [PDF]
, 1968 Ari Ben‐Menahem, Sarva Jit Singh
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Organization of a ``Fixed-Plus-Variable'' Structure Computer for Computation of Eigenvalues and Eigenvectors of Real Symmetric Matrices [PDF]
, 1962 Gerald Estrin, C.R. Viswanathan
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