AbstractThe simultaneous real diagonalization(SRD) of a pair of rectangular quaternionic matrices is introduced, and some necessary and sufficient conditions for the existence of the SRD are derived. Based on one of the necessary and sufficient condition, an algorithm for gaining the SRD of a given matrix pair is presented
AbstractWe review known factorization results for quaternion matrices. Specifically, we derive the J...
The renewed interest in searching for quaternionic deviations of standard (complex) quantum mechanic...
We propose a unitary diagonalisation of a special class of quaternion matrices, the so-called ηη-Her...
AbstractWe review known factorization results for quaternion matrices. Specifically, we derive the J...
AbstractWe propose a unitary diagonalisation of a special class of quaternion matrices, the so-calle...
AbstractLet H be the real quaternion algebra and Hn×m denote the set of all n×m matrices over H. Let...
AbstractA number of necessary and sufficient conditions are given for the existence of unitary matri...
Abstract(#br)In this paper, we propose a structure-preserving one-sided cyclic Jacobi method for com...
AbstractWe construct six unitary trace invariants for 2×2 quaternionic matrices which separate the u...
AbstractThe simultaneous diagonalization of two real symmetric (r.s.) matrices has long been of inte...
AbstractWe consider the following problem: Given a set of m×n real (or complex) matrices A1,…,AN, fi...
AbstractWe consider the following problem: Given a set of m×n real (or complex) matrices A1,…,AN, fi...
AbstractA strengthened form of Schur's triangularization theorem is given for quaternion matrices wi...
AbstractThe renewed interest in searching for quaternionic deviations of standard (complex) quantum ...
AbstractWe introduce qustochastic matrices as the bistochastic matrices arising from quaternionic un...
AbstractWe review known factorization results for quaternion matrices. Specifically, we derive the J...
The renewed interest in searching for quaternionic deviations of standard (complex) quantum mechanic...
We propose a unitary diagonalisation of a special class of quaternion matrices, the so-called ηη-Her...
AbstractWe review known factorization results for quaternion matrices. Specifically, we derive the J...
AbstractWe propose a unitary diagonalisation of a special class of quaternion matrices, the so-calle...
AbstractLet H be the real quaternion algebra and Hn×m denote the set of all n×m matrices over H. Let...
AbstractA number of necessary and sufficient conditions are given for the existence of unitary matri...
Abstract(#br)In this paper, we propose a structure-preserving one-sided cyclic Jacobi method for com...
AbstractWe construct six unitary trace invariants for 2×2 quaternionic matrices which separate the u...
AbstractThe simultaneous diagonalization of two real symmetric (r.s.) matrices has long been of inte...
AbstractWe consider the following problem: Given a set of m×n real (or complex) matrices A1,…,AN, fi...
AbstractWe consider the following problem: Given a set of m×n real (or complex) matrices A1,…,AN, fi...
AbstractA strengthened form of Schur's triangularization theorem is given for quaternion matrices wi...
AbstractThe renewed interest in searching for quaternionic deviations of standard (complex) quantum ...
AbstractWe introduce qustochastic matrices as the bistochastic matrices arising from quaternionic un...
AbstractWe review known factorization results for quaternion matrices. Specifically, we derive the J...
The renewed interest in searching for quaternionic deviations of standard (complex) quantum mechanic...
We propose a unitary diagonalisation of a special class of quaternion matrices, the so-called ηη-Her...