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Kybernetika 30(6):607-616, 1994.

Minimal Realizations of the Inverse of a Polynomial Matrix using Finite and Infinite Jordan Pairs

George F. Fragulis


Abstract:

A simple method is given which uses the notions of finite and infinite Jordan pairs from the theory of operators in such a way to find the minimal realization of the inverse of a given polynomial matrix. An application of the proposed method is to find the generalized state-space system which has as transfer function the inverse of the polynomial matrix.


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BIB TeX

@article{kyb:1994:6:607-616,

author = {Fragulis, George F.},

title = {Minimal Realizations of the Inverse of a Polynomial Matrix using Finite and Infinite Jordan Pairs},

journal = {Kybernetika},

volume = {30},

year = {1994},

number = {6},

pages = {607-616}

publisher = {{\'U}TIA, AV {\v C}R, Prague },

}


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