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Answers
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Example of a completely regular spaces
1
Function spaces over pseudocompact spaces
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Ring isomorphism $\Phi \colon C(X) \to C(Y)$ and zero dimensionality of $X$
3
Local convexity of C([a,b])
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Basis for completely regular spaces(Tychonoff Spaces)
3
Axiom of Choice and Vitali’s theorem
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Smirnov’s Deleted Sequence topology
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F-spaces and points whose complements are C*-embedded
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Axiomatic Set Theory
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How to construct a continuous finite additive measure on the natural numbers
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Counterexample about Jones lemma with special weak condition.
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Locally compact, 0-dimensional, pseudocompact space
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$\mathfrak{c}$-universal linear order
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Difference between Laver’s and Mathias’s forcing
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closed subset of weakly lindelof
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Are k-spaces named for Kelley?
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0-dimensional locally compact space
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countably complete filters
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union of Stone-Cech remainders
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Metrizable implies hemicompact
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Infinite closed partition of the real line with no closed infinite unions
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Stone-Čech compactification of $\mathbb R$
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A question about local connectedness in metric spaces
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Could $I^X$ be seen as a subspace of $I^{\beta X}$ under the compact-open topology?
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A unique ultrafilter extending a union of filters?
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Chain of ideals in a BA
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Bijective function on a dense set
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Continuously selecting elements from unordered pairs
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A “dimension” for Tychonoff spaces
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zeroset-diagonal
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