论文标题
瑞利商和左矩阵的特征值
Rayleigh quotient and left eigenvalues of quaternionic matrices
论文作者
论文摘要
我们研究具有Quaternionic系数的Hermitian基质的瑞利商，并证明其主要特性。作为一种应用，我们在赫尔米尼和象征性矩阵的左右特征值之间提供了一些关系。
We study the Rayleigh quotient of a Hermitian matrix with quaternionic coefficients and prove its main properties. As an application, we give some relationships between left and right eigenvalues of Hermitian and symplectic matrices.
