Results 191 to 200 of about 30,222 (232)
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Conditions of commutativity of transfer matrices on a multidimensional lattice
Theoretical and Mathematical Physics(Russian Federation), 1982V. Bazhanov, Y. Stroganov
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Linear maps on matrices preserving commutativity up to a factor
Linear and Multilinear Algebra, 2009L. Molnár
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Commutativity in Finite Matrices
American Mathematical Monthly, 1957O. Taussky
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Studies in applied mathematics (Cambridge), 2020
In this paper, we obtain some basic results of quaternion algorithms and quaternion calculus on time scales. Based on this, a Liouville formula and some related properties are derived for quaternion dynamic equations on time scales through conjugate ...
Zhien Li +3 more
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In this paper, we obtain some basic results of quaternion algorithms and quaternion calculus on time scales. Based on this, a Liouville formula and some related properties are derived for quaternion dynamic equations on time scales through conjugate ...
Zhien Li +3 more
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Singular Values of Dual Quaternion Matrices and Their Low-Rank Approximations
Numerical Functional Analysis and Optimization, 2022The dual quaternion matrix is an important and powerful tool for the study of multi-agent formation control. However, many basic properties of dual quaternion matrices are still not studied, due to the difficulty incurred by the non-commutativity of ...
C. Ling, Hongjin He, Liqun Qi
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On Joint Eigenvalues of Commuting Matrices
Canadian Mathematical Bulletin, 1996AbstractA spectral radius formula for commuting tuples of operators has been proved in recent years. We obtain an analog for all the joint eigenvalues of a commuting tuple of matrices. For a single matrix this reduces to an old result of Yamamoto.
Bhatia, Rajendra, Elsner, Ludwig
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Core and strongly core orthogonal matrices
Linear and multilinear algebra, 2021In this paper, we define two new concepts for a pair of complex square matrices of the index at most 1, the core orthogonal pair and strongly core orthogonal pair. The relationship between core orthogonality (resp.
D. E. Ferreyra, S. Malik
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HLPK and Sherman-type theorems for Schur complement of matrices
The Electronic Journal of Linear AlgebraIn this paper, by using majorization relations for tuples of matrices and of linear operations, some operator versions of Hardy-Littlewood-Pólya-Karamata and Sherman theorems for Schur complements of positive definite matrices are established.
Marek Niezgoda
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On Laplacian Commutativity of Graphs
Malaysian journal of mathematical sciencesThis paper introduces the notion of Laplacian commutativity of graphs among well known classes of graphs. Two graphs are Laplacian commutative if their Laplacian matrices commute.
S. Nithya, P. Kuttipulackal
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Determinants of Commuting-Block Matrices
The American Mathematical Monthly, 1999(1999). Determinants of Commuting-Block Matrices. The American Mathematical Monthly: Vol. 106, No. 10, pp. 950-952.
Istvan Kovacs +2 more
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