Cantor-Bendixson theorem
Lindelöf covering theorem
compact
σ-finite measure
Tarski-Seidenberg theorem
Galileo's paradox
perfect
Polignac's conjecture
computable
perfect set
Schinzel's hypothesis H
Kolmogorov
group
Sylvester-Gallai theorem
mathematical group
Matiyasevich's theorem
de Bruijn-Erdős theorem
Pell number
Euclidean norm
Bézout's theorem
normal space
pigeonhole principle
Dickson's conjecture
Kruskal's tree theorem
axiomatic system
Bézout's identity
axiom of infinity
valuation
diagonal argument
Goodstein's theorem
setoid
Caccioppoli set
π-system
superaltern
Chinese remainder theorem
Brouwer fixed-point theorem
countably infinite
central limit theorem
Heine-Borel theorem
pseudofinite
standard topology
grade
Rolle's theorem
Ax-Kochen theorem
cofinite topology
mean value theorem
plactic
diffeology
T₁
semisimple
neighborhood
metric space
equivalence
Gröbner basis
complex projective line
Hilbert cube
discrete
rational function
sphere
Desargues configuration
pseudointersection
Bolzano-Weierstrass property
spectral theorem
analytic function
angelic
improper integral
vanishing ideal
Alexandrov topology
trivial topology
Størmer's theorem
hyperreal number
Feit-Thompson theorem
finitary
Cartesian product
pseudoinfinite
Turing degree
domain
Kolmogorov space
trimagic
numerable
commensurator
Nullstellensatz
disjoint
superprojective
quadratic form
bimagic
completely metrizable
magic cube
supramenable
unvariant
creative
XNOR gate
IP set
Dirichlet series
Grothendieck universe
semicreative
pandiagonal magic square
productive

English words for 'A theorem which (in a simpler formulation) states that a closed uncountable set in Euclidean n-space is equal to the disjoint union of a perfect set and a countable set.'

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