tags:definition |topology |set
Set Closure
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Definition (@Eck23, Definition 1.6). Let be a metric space, and . The closure of , denoted as , is the set of all elements together with all the accumulation points of S.
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tags:definition |topology |set
Definition (@Eck23, Definition 1.6). Let (X,τ) be a metric space, and S⊆X. The closure of S, denoted as cl(S), is the set of all elements s∈S together with all the accumulation points of S.