Lin Li
Abstract
Using conjugate sub-transposed matrices and reversible Hermite matrices,the concept of quasi-sub-unitary matrix was given.Moreover,the concepts of unitary matrices and quasiunitary matrices were extended.Finally,some basic properties,eigenvalues and eigenvectors of the quasi-sub-unitary matrix were discussed.
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Using conjugate sub-transposed matrices and reversible Hermite matrices,the concept of quasi-sub-unitary matrix was given.Moreover,the concepts of unitary matrices and quasiunitary matrices were extended.Finally,some basic properties,eigenvalues and eigenvectors of the quasi-sub-unitary matrix were discussed.
Key concepts: Unitary matrix, Unitary state, Circular ensemble, Mathematics, Matrix (chemical analysis), Eigenvalues and eigenvectors, Normal matrix, Pure mathematics