New posts in separable-spaces

Space $\mathcal{L}^p(X, \Sigma, \mu)$ is separable iff $(\Sigma, \rho_\Delta)$ is separable

What are the requirements for separability inheritance

Two questions on Munkres -Topology: product and subspace of separable spaces

Continuous image of separable space

Give an example of a non-separable subspace of a separable space

Can a countable dense subset be split into two disjoint dense subsets?

How to prove that if a normed space has Schauder basis, then it is separable? What about the converse?

Why is $l^\infty$ not separable?

When is $C_0(X)$ separable?

Prove that $X^\ast$ separable implies $X$ separable

Prove if $X$ is a compact metric space, then $X$ is separable.

Why does this inequality imply non-separability?

Why is $L^{\infty}$ not separable?

On the product of $\mathfrak c$-many separable spaces

On showing that every separable metric space has a countable base

Every separable metric space has a countable base

Is a separable and metrizable space second countable?