「countable」の共起表現(1語右で並び替え)

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By a theorem of Sacks, the	countable admissible ordinals are exactly those constr
By a theorem of Sacks, the	countable admissible ordinals are exactly those constr
he set of tautologies over a fixed finite or	countable alphabet is a decidable set.
issertation entitled Projective Ordinals and	Countable Analytic Sets.
M is	countable and transitive
N is	countable and transitive
The set of all periods is	countable, and all periods are computable, and in part
ile the set of transcendental numbers is not	countable, and its members are not generally computabl
union of four sets A,B,C, and Q, where Q is	countable and the sets A, B, C, and BC are mutually co
Even if a material sample is not	countable as individual items, the quantity of the sam
picious number in Hinduism and the number of	countable beads on a Japa Mala for repetition of Mantr
If the axiom of	countable choice holds, then a set is hereditarily cou
ded that the poset (X, ≤) is isomorphic to a	countable collection of sets ordered by comparison of
characterize	countable colored cycles whose automorphism groups act
is a	countable complete orthonormal wavelet basis in .
Because the real numbers are not	countable, computers cannot represent them exactly usi
s the infimum of the packing pre-measures of	countable covers of S.
hism group of the unique (up to isomorphism)	countable dense cycle.
Had	countable family income below a certain yearly limit
In set theory, a set is called hereditarily	countable if and only if it is a countable set of here
A set is hereditarily	countable if and only if it is countable, and every el
A topological space is first	countable if and only if .
A third way is to treat Kunen's theorem as a	countable infinite collection of theorems, one for eac
es chad has been used as a mass noun or as a	countable noun, and the plural is commonly either "cha
on between a plural of collective and one of	countable nouns.
A discrete system is a system with a	countable number of states.
algebra means a model for a language with a	countable number of function symbols, in other words a
Because discrete systems have a	countable number of states, they may be described in p
ing the recurrent point will also contain (a	countable number of) iterates of it as well.
Also, they are found with a	countable numbers in Trivandrum and Iduki of Kerala, B
any other extensive quantity associated with	countable objects.
ple application is "closing" with respect to	countable operations; e.g., trying to explicitly descr
In mathematics, Ψ0(Ωω) is a large	countable ordinal that is used to measure the proof-th
cs, the Ackermann ordinal is a certain large	countable ordinal, named after Wilhelm Ackermann.
the small Veblen ordinal is a certain large	countable ordinal, named after Oswald Veblen.
the large Veblen ordinal is a certain large	countable ordinal, named after Oswald Veblen.
The process involves defining, for each	countable ordinal, via transfinite induction, a set by
ics, the Church-Kleene ordinal, , is a large	countable ordinal.
fications of the Veblen functions to produce	countable ordinals even for uncountable arguments, and
The elements of ω1 are the	countable ordinals, of which there are uncountably man
It is the supremum of all	countable ordinals.
dinals; however, we are mainly interested in	countable ordinals.)
rdinals (or computable ordinals) are certain	countable ordinals: loosely speaking those represented
very few	countable peoples are government employees.
Embedding between	countable scattered linear order types is a wqo (Laver
Formally, for a	countable set of events A1, A2, A3, ..., we have
hough it is now a proper class rather than a	countable set).
rse of strings over any finite alphabet is a	countable set, every language can be mapped to a uniqu
The hereditarily	countable sets form a model of Kripke-Platek set theor
The class of all hereditarily	countable sets can be proven to be a set from the axio
the words 'arbitrary subset' replaced with '	countable subset'.
s of X, as can be seen by considering dense,	countable subsets.
Beyond the	countable, the first uncountable ordinal is usually de
The embedding relation for	countable total orderings.
Riaz was many time success made	countable tow pair with Shabnur and Purnima.

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