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Linear Algebra and Its Applications, ISSN 0024-3795, 05/2019, Volume 568, pp. 10 - 28
We investigate the Smith Normal Form (SNF) of alternating sign matrices (ASMs) and related matrices of 0's and 1's ((0,1)-matrices). We identify certain... 
Alternating sign matrix | Rank | Bipartite graph | Smith normal form | Convex [formula omitted]-matrix | Convex (0,1)-matrix | MATHEMATICS | MATHEMATICS, APPLIED | Graph theory
Journal Article
Linear Algebra and Its Applications, ISSN 0024-3795, 02/2013, Volume 438, Issue 4, pp. 1517 - 1531
In this paper, {K,s+1}-potent matrices are considered. A matrix A∈Cn×n is called {K,s+1}-potent when KAs+1K=A where K is an involutory matrix and s∈{1,2,3,…}.... 
Involutory matrix | Idempotent matrix | [formula omitted]-potent matrix | Normal matrix | Centrosymmetric matrix | { K, s + 1 } -potent matrix | { s + 1 } -potent matrix | MATHEMATICS, APPLIED | {K, s+1}-potent matrix | BASIC PROPERTIES | PERMUTATION MATRIX | COMMUTE | {s+1}-potent matrix | SPECTRAL CHARACTERIZATION | TRANSMISSION | CENTROSYMMETRIC MATRICES | REAL | CHANNELS | Projectors | Analysis
Journal Article
Journal Article
Journal of the American Ceramic Society, ISSN 0002-7820, 11/2017, Volume 100, Issue 11, pp. 5286 - 5294
Microstress in the SiC: Si matrix of a ceramic matrix composite (CMC) has been characterized, using Raman spectroscopy. The matrix of the composite was... 
composites | silicon | Raman spectroscopy | silicon carbide | SIC-FIBER | RESIDUAL-STRESS | TEMPERATURE-DEPENDENCE | RAMAN-SPECTROSCOPY | EXPANSION | CVI | MATERIALS SCIENCE, CERAMICS | SCATTERING | Ceramic matrix composites | Silicon carbide | Normal distribution | Crystallization | Silicon | Infiltration
Journal Article
Proceedings of the American Mathematical Society, ISSN 0002-9939, 03/2019, Volume 147, Issue 3, pp. 1097 - 1108
Not every positive functional defined on bi-variate polynomials of a prescribed degree bound is represented by the integration against a positive measure. We... 
MATHEMATICS | cubature formula | MATHEMATICS, APPLIED | Positive functional | normal matrix | Hessenberg matrix | harmonic polynomial | Functional Analysis | Complex Variables | Mathematics
Journal Article
IEEE Transactions on Geoscience and Remote Sensing, ISSN 0196-2892, 08/2014, Volume 52, Issue 8, pp. 4729 - 4743
Journal Article
The American Mathematical Monthly, ISSN 0002-9890, 03/2018, Volume 125, Issue 3, pp. 223 - 230
All of us learn and teach matrix multiplication using rows times columns. Those inner products are the entries of AB. But to go backward-to factor a matrix... 
Primary 15A23 | MATHEMATICS
Journal Article
Linear Algebra and Its Applications, ISSN 0024-3795, 11/2013, Volume 439, Issue 10, pp. 3115 - 3119
We characterize the nil-clean matrix rings over fields. As a by product, we obtain a complete characterization of the finite rank Abelian groups with nil-clean... 
Frobenius normal form | Abelian 2-group | Companion matrix | Nil-clean ring | MATHEMATICS, APPLIED | Computer science
Journal Article
Physical Review A - Atomic, Molecular, and Optical Physics, ISSN 1050-2947, 05/2009, Volume 79, Issue 5
We present a detailed analysis of all the algebraic conditions an arbitrary 4x4 symmetric matrix must satisfy in order to represent the correlation matrix of a... 
SEPARABILITY CRITERION | PHYSICS, ATOMIC, MOLECULAR & CHEMICAL | quantum entanglement | GAUSSIAN STATES | NORMAL FORMS | algebra | boson systems | ERROR-CORRECTION | TELEPORTATION | OPTICS | CONTINUOUS QUANTUM VARIABLES | COMMUNICATION | SYMMETRY | CLASSICAL AND QUANTUM MECHANICS, GENERAL PHYSICS | ALGEBRA | MATRICES | CORRELATIONS | QUANTUM ENTANGLEMENT | BOSONS
Journal Article
Mathematical Notes, ISSN 0001-4346, 7/2015, Volume 98, Issue 1, pp. 289 - 300
Another particular class of normal matrices expressible as the sum of real Toeplitz and Hankel matrices is described. 
Hankel matrix | skew-circulant matrix | normal real matrix | checkerboard matrix | lower-triangular matrix | Mathematics, general | Mathematics | Toeplitz matrix | MATHEMATICS
Journal Article
Journal of Engineering Mechanics, ISSN 0733-9399, 08/2014, Volume 140, Issue 8, p. 4014055
AbstractAfter a brief review of the problems entailed by the so-called proportional damping matrices, this paper elaborates on a simple technique to construct... 
Technical Papers | Classical damping | Normal modes | Proportional damping | Caughey damping | ENGINEERING, MECHANICAL | Measurement | Frequencies of oscillating systems | Damping (Mechanics) | Analysis
Journal Article
Proceedings of the National Academy of Sciences of the United States of America, ISSN 0027-8424, 1/2013, Volume 110, Issue 3, pp. 842 - 847
Journal Article