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Strictly Periodic Points of Cellular Automata with Almost Equicontinuous Points

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We show that the set of strictly temporally periodic points of cellular automata with almost equicontinuous points is dense in the space of bi-infinite sequences. This extends a result of Dennunzio, Di Lena and Margara about the density of the set of strictly temporally periodic points of cellular automata with equicontinuous points.
Title: Strictly Periodic Points of Cellular Automata with Almost Equicontinuous Points
Description:
We show that the set of strictly temporally periodic points of cellular automata with almost equicontinuous points is dense in the space of bi-infinite sequences.
This extends a result of Dennunzio, Di Lena and Margara about the density of the set of strictly temporally periodic points of cellular automata with equicontinuous points.

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