Generating countable sets of continuous selfmaps on IN absorbing spaces
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Date
2019-12Author
Ali Algadid, Yousef
Abdelwahab Hannun, Waleed
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S(X) is the semigroup, under composition, of all continuous selfmaps of the topological space X. In this paper, Banach's method in [8] is adapted to show that every countable subset of S(X) is contained in a 2- generated subsemigroup of S(X) when X is an IN-absorbing space.