AbstractWe give a brief survey on quaternions and matrices of quaternions, present new proofs for certain known results, and discuss the quaternionic analogues of complex matrices. The methods of converting a quaternion matrix to a pair of complex matrices and homotopy theory are emphasized
In two recent publications [1], [2] it was shown that for matrices of (real) quaternion elements an ...
In two recent publications [1], [2] it was shown that for matrices of (real) quaternion elements an ...
In two recent publications [1], [2] it was shown that for matrices of (real) quaternion elements an ...
We give a brief survey on quaternions and matrices of quaternions, present new proofs for certain kn...
We give a brief survey on quaternions and matrices of quaternions, present new proofs for certain kn...
AbstractWe give a brief survey on quaternions and matrices of quaternions, present new proofs for ce...
This paper, by means of complex representation of a quaternion matrix, discusses the consimilarity o...
In this study, we introduce the concept of commutative quaternions and commutative quaternion matric...
AbstractThis paper discusses consimilarity of quaternion matrices, obtains the Jordan canonical form...
In this paper, a series of bicomplex representation methods of quaternion division algebra is introd...
1. Introduction, In this note, some theorems which concern matrices of complex numbers are generaliz...
This book reviews current research, including applications of matrices, spaces, and other characteri...
AbstractWe review known factorization results for quaternion matrices. Specifically, we derive the J...
In this paper, we give some equivalence relations and results over the commutative quaternions and t...
Quaternions comprise a noncommutative division algebra (skew field). As part of contemporary mathem...
In two recent publications [1], [2] it was shown that for matrices of (real) quaternion elements an ...
In two recent publications [1], [2] it was shown that for matrices of (real) quaternion elements an ...
In two recent publications [1], [2] it was shown that for matrices of (real) quaternion elements an ...
We give a brief survey on quaternions and matrices of quaternions, present new proofs for certain kn...
We give a brief survey on quaternions and matrices of quaternions, present new proofs for certain kn...
AbstractWe give a brief survey on quaternions and matrices of quaternions, present new proofs for ce...
This paper, by means of complex representation of a quaternion matrix, discusses the consimilarity o...
In this study, we introduce the concept of commutative quaternions and commutative quaternion matric...
AbstractThis paper discusses consimilarity of quaternion matrices, obtains the Jordan canonical form...
In this paper, a series of bicomplex representation methods of quaternion division algebra is introd...
1. Introduction, In this note, some theorems which concern matrices of complex numbers are generaliz...
This book reviews current research, including applications of matrices, spaces, and other characteri...
AbstractWe review known factorization results for quaternion matrices. Specifically, we derive the J...
In this paper, we give some equivalence relations and results over the commutative quaternions and t...
Quaternions comprise a noncommutative division algebra (skew field). As part of contemporary mathem...
In two recent publications [1], [2] it was shown that for matrices of (real) quaternion elements an ...
In two recent publications [1], [2] it was shown that for matrices of (real) quaternion elements an ...
In two recent publications [1], [2] it was shown that for matrices of (real) quaternion elements an ...
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