Local almost periodicity and direct limits of semigroup compactifications
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DOI: 10.1007/s00233-019-10052-x
Abstract: A direct limit \(S := \lim _\rightarrow S_i\) of semitopological semigroups \(S_i\) is again a semitopological semigroup and so has a weakly almost periodic (WAP) compactification \(S^w\). However, the usefulness of \(S^w\) is limited since… read more here.
Keywords: direct limits; semigroup compactifications; periodicity direct; almost periodicity ... See more keywords