Example 40.1.12.label Let $S \subset \integer$, then $S$ has bounded gaps if
\[\sup_{n \in \integer}d(n, S) < \infty\]
The set $S$ has bounded gaps if and only if it is syndetic.
Example 40.1.12.label Let $S \subset \integer$, then $S$ has bounded gaps if
The set $S$ has bounded gaps if and only if it is syndetic.
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