Zhang, Y.; Wang, Q.-W.; Xie, L.-M. The Hermitian Solution to a New System of Commutative Quaternion Matrix Equations. Symmetry2024, 16, 361.
Zhang, Y.; Wang, Q.-W.; Xie, L.-M. The Hermitian Solution to a New System of Commutative Quaternion Matrix Equations. Symmetry 2024, 16, 361.
Zhang, Y.; Wang, Q.-W.; Xie, L.-M. The Hermitian Solution to a New System of Commutative Quaternion Matrix Equations. Symmetry2024, 16, 361.
Zhang, Y.; Wang, Q.-W.; Xie, L.-M. The Hermitian Solution to a New System of Commutative Quaternion Matrix Equations. Symmetry 2024, 16, 361.
Abstract
This paper considers the Hermitian solutions of a new system of commutative quaternion matrix equations, we establish both necessary and sufficient conditions for the existence of solutions. Furthermore, we derive an explicit general expression when it is solvable. To illustrate our main findings, we present two numerical algorithms and examples in this paper.
Copyright:
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