非奇异Hankel矩阵的最小有理生成函数

About the Minimal Rational Generating Functions of Nonsingular Hankel Matrices

用初等变换的方法 ,证明非奇异Hankel矩阵之最小有理生成函数的性质 ,以及该有理函数之Markov参数生成的k× 1阶Hankel矩阵的核空间的性质 .

The properties on the minimal rational generating functions of a nonsingular Hankel matrix , and the kernel description of a k×l Hankel matrix generated by the Markov parameters of one of such functions are proved over again by a method of elementary transformation.