An analysis is made on several conditions in which the zero points and junction points are real numbers and conjugate complex numbers.
其次分别对零点、极点为实数和共轭复数的几种不同情况进行了分析和证明。
In this paper, the Rayleigh Ritz ′ s theorem is generalized from complex field to quaternion field, and some estimations of the inequality on the sum of eigenvalues of self conjugate quaternion matrices are obtained.
文章将复数域上的Rayleigh-Ritz定理推广到四元数体上,并给出了自共轭四元数矩阵的特征值和不等式估计。
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