Abstract
In this paper, the computation of two special determinants which appear in the construction of a generalized inverse matrix Padé approximation of type [ n/2 k] (described in [Linear Algebra Appl. 322 (2001) 141]) for a given power series is investigated. Here a common computational approach of determinant can not be used. The main tool to be used to do the two special determinants is the well-known Schur complement theorem.
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