47

Answers

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4

A question on metrizable space

7

Writing papers in pre-LaTeX era?

2

countable topological spaces of uncountable weight

1

metrizable space

1

some questions on Lindelöf property

1

Does every Lindelof uniform space have a Lindelof completion?

2

Question about 0-dimensional Polish spaces

3

CCC +　collectionwise normality =>　paracompact?

2

On generalized ordered spaces

2

Topology generated by the collection of open sets

1

Connectifications?

3

Topological spaces, uncountable subsets and separability

1

Characterisation of paracompact spaces by some sort of embeddability?

5

Elementary+Short+Useful

20

Is R^3 the square of some topological space?

5

Must a linearly ordered, separable space be metrizable?

2

Naturally occuring groups with cardinality greater than the reals.

5

Locally compact Hausdorff space that is not normal

11

How many orders of infinity are there?

1

Is a connected separable locally euclidean Hausdorff topological space second countable?

3

Is there a list of all connected T_0-spaces with 5 points?

8

Discrete subspaces of Hausdorff spaces

4

What are some results in mathematics that have snappy proofs using model theory?

2

Topological spaces that resemble the space of irrationals

6

Lebesgue dimension of images

13

Are nets and filters useful in geometry and topology?

3

Question about closed projection

3

What are some reasonable-sounding statements that are independent of ZFC?

12

What is your favorite proof of Tychonoff’s Theorem?

14

Quick proofs of hard theorems