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New posts in general-topology
Verifying continuity of the deformation retraction of the mapping cylinder
general-topology
algebraic-topology
continuity
Separation in compact spaces
real-analysis
general-topology
proof-verification
continuity
Continuously extending a set of independent vectors to a basis.
linear-algebra
general-topology
continuity
Characterization of compactness in weak* topology
general-topology
functional-analysis
compactness
$\sigma$-algebra of sets that are both $G_\delta$ and $F_\sigma$
real-analysis
general-topology
probability-theory
measure-theory
What are some interesting counterexamples given by finite topological spaces?
general-topology
examples-counterexamples
Continuous Deformation Of Punctured Torus
general-topology
algebraic-topology
Topological Open Mapping Theorem for mappings between different Euclidean dimensions?
general-topology
analysis
multivariable-calculus
reference-request
differential-topology
How many ultrafilters there are in an infinite space?
general-topology
proof-explanation
cardinals
filters
Properties of space $X = T \cup \bigcup_{n=1}^{\infty} S_n \cup \{ (0,q) : q \in \mathbb Q \wedge q \in [0,1] \} $
general-topology
connectedness
locally-connected
Brouwer's fixed point theorem and the one-point topology
general-topology
logic
category-theory
fixed-point-theorems
If $f_{n}$ has a dense image, then $\bigcap (f_{1}\circ\cdots\circ f_{n})(X_{n})$ is dense
general-topology
the-baire-space
Connectedness of sets in the plane with rational coordinates and at least one irrational
general-topology
Homotopy extension property vs. good pairs
general-topology
algebraic-topology
Why the weak topology is never metrizable?
general-topology
functional-analysis
metric-spaces
Is total boundedness a topological property?
general-topology
metric-spaces
examples-counterexamples
$\{(x,y)\!\in\!\mathbb{B}^n; -\varepsilon\leq-\|x\|^2\!+\!\|y\|^2\leq\varepsilon\}\approx\mathbb{B}^k\!\times\!\mathbb{B}^{n-k}$
general-topology
algebraic-topology
differential-geometry
differential-topology
geometric-topology
A question on a compact space [closed]
general-topology
compactness
Is this a sufficient condition for two spaces to be homeomorphic; proof or counter example please.
general-topology
Find a point $l$ in the closure of $A$ so that no sequence with values in $A$ converges to $l$.
general-topology
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