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Matrix Pade-type approximant and directional matrix Pade approximant in the inner product space

机译:内积空间中的矩阵Pade型近似和方向矩阵Pade近似

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摘要

A new matrix Padé-type approximant (MPTA) is defined in the paper by introducing a generalized linear functional in the inner product space. The expressions of MPTA are provided with the generating function form and the determinant form. Moreover, a directional matrix Padé approximant is also established by giving a set of linearly independent matrices. In the end, it is shown that the method of MPTA can be applied to the reduction problems of the high degree multivariable linear system.
机译:通过在内部乘积空间中引入广义线性泛函,在本文中定义了一种新的矩阵Padé型近似值(MPTA)。 MPTA的表达式提供有生成函数形式和行列式形式。此外,还通过给出一组线性独立的矩阵来建立方向矩阵Padé近似值。最后表明,MPTA方法可以应用于高阶多元线性系统的约简问题。

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