Navid Roux
Navid Roux
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Short Exercise: Transfinite Closure in Analysis
We prove that if a ∈ M ⊆ [a, b] is an upwards-closed and open set (wrt. the subspace topology [a, b]), then M = [a, b].
Navid Roux
Last updated on Feb 9, 2021
4 min read
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