应用Arnoldi方法求解系数为反对称矩阵的线性方程组，给出广义逆函数值Padé逼近行列式公式的一种新的计算方法，并由此提供计算型为［n/2k］f(x,λ)的广义逆函数值Padé逼近的几个算法.通过实例说明方法的有效性.

This paper caculates the determinant appearing in the construction of generalized inverse functionvalued Padé approximants. The main tools used are Arnoldi’s process for solving skewsymmetric system. Several algorithms are presented to compute the［n/2k］f(x,λ)type generalized inverse functionvalued Padé approximant. A numerical example is given to show effectiveness of the presented method.