Fuglede's conjecture
invex
primitive polynomial
Hausdorff metric
contact geometry
sulfenylium
semi-transitive
diazoamino compound
fractional ideal
Cauchy problem
semiconvex
preimage
unirational
supramenable
vector function
Euclid's lemma
overorder
critical point
idealizer
supermodular
differentiable manifold
epimorphism
semisimple
Dickson's conjecture
selenenic acid
monotone function
radical ideal
quasianalytic
smooth
compact
Rolle's theorem
nestohedron
Hadwiger's theorem
Morse function
Sobel operator
measurable function
lattice
locally finite
monomorphism
sulfonimidamide
symmetric polynomial
pole
adjoint
Euclidean domain
NP-hard
characteristic polynomial
normaloid
uniformly continuous
Veblen's theorem
Leech lattice
semipositone
simple function
antisymmetric
Radon's theorem
hemithioacetal
De Morgan algebra
Knaster-Tarski theorem
lituus
Richardson's theorem
truncus
non-negative
cyclotomic polynomial
partial function
principal ideal
subdeterminant
choice function
NP-easy
vanishing ideal
ultradifferentiable
diazenyl
defective matrix
uniform metric
binary relation
surjection
graph
monogenous
symmetric
oscillation
prime ring
Taylor series
fewnomial
spectrum
Brouwer fixed-point theorem
injection
superaltern
subpower
NBG
linearly dependent
Atiyah-Singer index theorem
normal distribution
inclusion function
Dickman function
Ramsey number
diffeology
Gaussian distribution
hull
schlicht
peak
affine differential geometry

English words for 'The conjecture that every domain of ℝᵈ (i.e. subset of ℝᵈ with positive finite Lebesgue measure) is a spectral set if and only if it tiles ℝᵈ by translation.'

As you may have noticed, above you will find words for "The conjecture that every domain of ℝᵈ (i.e. subset of ℝᵈ with positive finite Lebesgue measure) is a spectral set if and only if it tiles ℝᵈ by translation.". Hover the mouse over the word you'd like to know more about to view its definition. Click search related words by phrase or description. to find a better fitting word. Finally, thanks to ChatGPT, the overall results have been greatly improved.

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