adjoint matrices

An expression of the generalized eigenvector of adjoint matrices for nonsingular matrix A is derived.

给出了非奇异矩阵A的伴随的广义特征向量的表达式.

By means of the equality it is simpler to prove some properties of the adjoint matrix, especially for the idempotent and nilpotent matrices.

此外，应用这一等式，十分简洁地证明了关于伴随矩阵的若干性质.尤其是关于幂等和幂零阵的伴随阵的性质证明。

The problem is reduced to a parallel one on complex matrices by using the complex adjoint matrix related to each quaternion matrix.

利用与每个四元数矩阵相关联的复伴随矩阵，问题被简化为关于复数矩阵的并行问题。

Several Properties of Adjoint Matrix and Two Classes Generalized Inverse Matrices

伴随阵与两种广义逆阵的若干性质

The Least Polynomial and the Jordan Canonical Form of Adjoint Matrices

伴随阵的最小多项式和Jordan标准形