standard topology
connected space
Baire space
Lindelöf space
second-countable
phase space
Lindelöf covering theorem
metacompact
direct product
sheaf
subspace topology
metrizable
covering space
antispace
discrete
continuous function
Grothendieck topology
Bolzano-Weierstrass property
topologize
orbispace
Poincaré conjecture
open set
covering
Kolmogorov space
n space
compact space
sober space
hyperbolic plane
manifold
bundle
underlying set
compactum
pseudomanifold
flat
Tychonoff cube
k-cell
locally compact
Ahlfors theory
coordinate chart
wedge sum
identification space
affine geometry
dense
factor space
compact
quotient space
equilogical
Cantor-Bendixson theorem
differentiable manifold
valuation
Heine-Borel theorem
classifying space
orbifold
discrete set
disjoint union
meager
meagre
nonmanifold
Krein-Milman theorem
open ball
closed curve
fiber bundle
Euclidian space
supercube
subtopology
unicoherent
projective line
tesseral
pseudocircle
Dvoretzky's theorem
regular grid
relative topology
Tarski-Seidenberg theorem
base
Polignac's conjecture
Alexandrov topology
apeirogon
Hilbert cube
metageometry
domain
polytope
recess
real projective plane
solid torus
parallel postulate
topologic
Riemannian geometry
continuum
elliptic geometry
algebraic topology
non-Euclidean
subbase
de Sitter space
affine variety
Hausdorff space
Sylvester-Gallai theorem
metageometrician
hypersurface

English words for 'The topology of a Euclidean space ℝⁿ such that any subset of that space is open (i.e. belonging to the topology) if it can be written as a union of open balls from that space.'

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