On computing the invariant zeros of multivariable systems
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In this note it is shown that a recent method for computing the zeros of a single-input, single-output system (Kaufman 1973) can be extended to compute the invariant zeros of an invertible multivariable system which has the same number of inputs and outputs.
[1] I. Kaufman,et al. On poles and zeros of linear systems , 1973 .
[2] G. Peters,et al. $Ax = \lambda Bx$ and the Generalized Eigenproblem , 1970 .