Results 61 to 70 of about 5,018 (185)
Matrices and spectra satisfying the Newton inequalities
An n-by-n real matrix is called a Newton matrix (and its eigenvalues a Newton spectrum) if the normalized coefficients of its characteristic polynomial satisfy the Newton inequalities.
Pisonero, M., Johnson, C. R.
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Identification of Matrices Having a Sparse Representation
We consider the problem of recovering a matrix from its action on a known vector in the setting where the matrix can be represented efficiently in a known matrix dictionary.
Pfander, Goetz E. +6 more
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On positive and positive partial transpose matrices
A block matrix $\left[ \begin{smallmatrix}A & X \\{{X}^{*}} & B \\\end{smallmatrix} \right]$ is positive partial transpose (PPT) if both $\left[ \begin{smallmatrix}A & X \\{{X}^{*}} & B \\\end{smallmatrix} \right]$ and $\left[ \begin ...
Moradi, Hamid +2 more
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The equality cases for the inequalities of Oppenheim and Schur for positive semi-definite matrices [PDF]
summary:In this paper, necessary and sufficient conditions for equality in the inequalities of Oppenheim and Schur for positive semidefinite matrices are ...
Zhang, Xiao-Dong, Ding, Chang-Xing
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State Control Design of Ostensible Metzler Linear Systems with Unsigned Input Parameters
This paper deals with the design of a complete state control for input unsigned, rank deficient matrix parameters of a linear system with system dynamics defined by ostensible structures of Metzler matrices.
Dušan Krokavec, Anna Filasová
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Efficient MILP Modelings for Sboxes and Linear Layers of SPN ciphers
Mixed Integer Linear Programming (MILP) solvers are regularly used by designers for providing security arguments and by cryptanalysts for searching for new distinguishers.
Christina Boura, Daniel Coggia
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The Roles of Majorization and Generalized Triangular Decomposition in Communication and Signal Processing [PDF]
Signal processing is an art that deals with the representation, transformation, and manipulation of the signals and the information they contain based on their specific features.
Weng, Ching-Chih
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The finite-time admissibility analysis and controller design issues for extended T-S fuzzy stochastic singular systems (FSSSs) with distinct differential term matrices and Brownian parameter perturbations are discussed.
Liang Qiao, Zhaomin Lv
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The delay-range-dependent stochastic stability for uncertain neutral Markovian jump systems with interval time-varying delays is studied in this paper. The uncertainties under consideration are assumed to be time varying but norm bounded.
Xinghua Liu, Hongsheng Xi
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The number of (0,1) - Matrices with fixed row and column sums
Let R and S be non-negative and non-increasing vectors of order m and n respectively. We consider the set A(R, S) of all m x n matrices with entries restricted to {0, 1}.
Pule, Solomone Tahamano
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