Construct a Compact set of Real numbers whose limit points form a countable set
76918
Construct a compact set of real numbers whose limit points form a countable set.
157513
How can I prove that these sets are countable infinite?
73154
Compact subset in colimit of spaces
18222
Set of continuity points of a real function
58471
Accumulation points of uncountable sets
53593
Limits of sequences of sets
60424
Uncountable family of uncountable compact subsets of $\mathbb{R}$
56728
Question about limit points of a Subset of $\mathbb{R}$
55614
Prove that a set consisting of a sequence and its limit point is closed
121626
Every open cover of the real numbers has a countable subcover (Lindelöf's lemma)
66334
How is every subset of the set of reals with the finite complement topology compact?
2882
Limit points of the set $\{\frac {\varphi(n) }n : n\in \mathbb{N}\}$
16826
prove that every infinite subset of compact set H has a limit point (Explanation)
136094
$G_\delta$ singletons in compact Hausdorff and first countability
143920
zeroes of non-zero holomorphic function form an atmost countable set
50846
Is a set without limit points necessarily closed?
47820
How can I show a supremum of a set is also its limit point?