μ-completion
measurable space
measurable set
Clifford algebra
divisor function
coalgebraic
measure space
superperfect
analytic
algebraical
sigma
algebraic
Borel set
hendecaperfect
algebraic geometry
algebraizability
algebraizable
matrix algebra
calculus of variations
algebraically
algebraic structure
octaperfect
comultiplication
inversion pair
pentaperfect
bialgebraic
linear algebraic
completable
algebra
Hodge star
image
domain of a function
range
range of a function
Poincaré-Birkhoff-Witt theorem
domain
heptaperfect
vector algebra
zetetics
quadriperfect
power-associative algebra
algebraicness
Bell polynomial
subfactor
universal algebra
enneaperfect
standard deviation
in terms of
ratio variable
semigroupoid
universal set
invariant theory
multiplicative operation
Radon measure
hexaperfect
Clifford module
commutative algebra
multialgebra
prealgebraic
calculus
triperfect
underlying set
linear algebra
subalgebra
scheme theory
infinitesimal calculus
coideal
modern algebra
nestohedron
subalgebraic
algebraicity
homogeneous function
inner regular
matching number
positive measure
matrician
analytic continuation
matrically
submultialgebra
complex measure
quasisplit
alternative algebra
counting measure
revert
convex combination
unital
congruence
rational
normed
superconformal
regression tree
superconformally
multiconvex
algebraic statistics
Diophantus
quasipolynomial

English words for 'A σ-algebra which is obtained as a "completion" of a given σ-algebra, which includes all subsets of the given measure space which simultaneously contain a member of the given σ-algebra and are contained by a member of the given σ-algebra, as long as the contained and containing measurable sets have the same measure, in which case the subset in question is assigned a measure equal to the common measure of its contained and containing measurable sets (so the measure is also being completed, in parallel with the σ-algebra).'

As you may have noticed, above you will find words for "A σ-algebra which is obtained as a "completion" of a given σ-algebra, which includes all subsets of the given measure space which simultaneously contain a member of the given σ-algebra and are contained by a member of the given σ-algebra, as long as the contained and containing measurable sets have the same measure, in which case the subset in question is assigned a measure equal to the common measure of its contained and containing measurable sets (so the measure is also being completed, in parallel with the σ-algebra).". 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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