Computation of zeros: a decomposition algorithm for large scale systems

F. Svaricek
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Abstract

In this paper a new graph-theoretic decomposition algorithm for the computation of zeros of large scale systems is presented. If such a decomposition exists, the algorithm divides the computation of zeros in at least m subproblems, where m is equal to the number of inputs and outputs of a square, invertible system. Several examples illustrate the advantages of the proposed algorithm.<>
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零点的计算:大型系统的分解算法
本文提出了一种新的图论分解算法,用于求解大型系统的零点。如果存在这样的分解,该算法将至少m个子问题中的零的计算进行分割,其中m等于一个平方可逆系统的输入和输出的数量。几个实例说明了该算法的优点。
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