Publication Date:
2013-01-01
Description:
It is proved that any first-order globally periodic linear inhomogeneous autonomous difference equation defined by a linear operator with closed range in a Banach space has an equilibrium. This result is extended for higher order linear inhomogeneous system in a real or complex Euclidean space. The work was highly motivated by the early works of Smith (1934, 1941) and the papers of Kister (1961) and Bas (2011).
Print ISSN:
1085-3375
Electronic ISSN:
1687-0409
Topics:
Mathematics
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