关于完全完备分配格上矩阵的特征值

Eigenvalues of the Matrix over the Complete and Completely Distributive Lattice

介绍了完全完备分配格上矩阵的特征值的性质和求解方法,证明了完全完备分配格上矩阵相对于特征向量的特征值构成一个子格,并给出了子格的区间表示。

This paper discusses the properties and solution methods o{ eigenvectors of the given matrix over the complete and completely distributive lattices. It proves that the eigenvalues in relation to the eigenvectors of matrix over the complete and completely distributive lattice constitute a sub-- grid. It also gives a representation of the range of the sub--grid.