Abstract
In this paper, a method for obtaining state-space realization form of two-dimensional transfer function matrices (2DTFM), is proposed. It can be directly obtained from the coefficients of the given 2DTFM. This state-space realization form contains arbitrary constants, and by designating them properly, coefficients can be designated variously. And, various consideration about this state-space realization, is performed. Moreover, the conditions so that the state-space realization exists, is presented.
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