A new method about maximal eigenvalue computation of nonnegative irreducible tridiagonal matrix is given.
本文给出求任意不可约非负矩阵最大特征值及对应的特征向量的一种数值方法。
The special matrices included inverse M-matrices, inverse Z-matrices, tridiagonal matrices and nonnegative irreducible matrices.
其中重要的有特殊矩阵Z-矩阵、逆M-矩阵、三对角矩阵、非负不可约矩阵等。
We study the relations between the base and the minimum rank of nonnegative irreducible pattern a.
本文研究了非负不可约模式的基与最小秩的关系。