In this paper, the possibility of obtaining certain decompositions with finite-dimensional intersection, for a given two-dimensional behavior, are investigated and related to the factor skew-primeness property of suitable matrix pairs, involved in the behavior description. The analysis carried on here represents a first step toward a complete generalization of the preliminary results about direct sum decompositions presented in [2].

On the relationship between two-dimensional behaviors decompositions and the factor skew-primeness property

BISIACCO, MAURO;VALCHER, MARIA ELENA
2000

Abstract

In this paper, the possibility of obtaining certain decompositions with finite-dimensional intersection, for a given two-dimensional behavior, are investigated and related to the factor skew-primeness property of suitable matrix pairs, involved in the behavior description. The analysis carried on here represents a first step toward a complete generalization of the preliminary results about direct sum decompositions presented in [2].
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11577/2472320
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