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The equivalence canonical form of five quaternion matrices with applications to imaging and Sylvester-type equations

Shao-Wen Yu, Zhuo‐Heng He, Tian-Cheng Qi, Xiangxiang Wang

2021Journal of Computational and Applied Mathematics25 citationsDOI

Topics & Concepts

MathematicsQuaternionSylvester matrixEquivalence (formal languages)Canonical formSylvester equationPure mathematicsAlgebra over a fieldMatrix (chemical analysis)Moore–Penrose pseudoinverseMatrix equivalenceMathematical analysisMatrix analysisEigenvalues and eigenvectorsGeometryPhysicsMaterials scienceComposite materialMatrix polynomialPolynomialPolynomial matrixQuantum mechanicsInverseMathematical Analysis and Transform MethodsChaos-based Image/Signal EncryptionDigital Image Processing Techniques
The equivalence canonical form of five quaternion matrices with applications to imaging and Sylvester-type equations | Litcius