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Weblio 辞書 > 英和辞典・和英辞典 > transitiveの意味・解説 > transitiveに関連した共起表現

「transitive」の共起表現一覧(1語右で並び替え)

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is arc transitive and symmetric.
By nature, these verbs were almost always transitive, and even today, most weak verbs are transit
A symmetric relation that is also transitive and reflexive is an equivalence relation.
If the binary relation is antisymmetric, transitive and also total (for all a and b in the set,
et X is a quasi-ordering (i.e., a reflexive, transitive binary relation) such that any infinite sequ
Rb is never true) is vacuously symmetric and transitive, but not reflexive.
a preorder, a relation that is reflexive and transitive but not necessarily antisymmetric.
es that for any such R there exists a unique transitive class (possibly proper) whose structure unde
nontrivial elementary embedding of V into a transitive class M that includes Vλ where λ is the firs
itical point of an elementary embedding of a transitive class into another transitive class is the s
If transitive class N is an inner model of ZFC and j has n
n is bisimilar to set-membership on a unique transitive class, hence every bisimulation-minimal set-
ership on a (non-unique, and not necessarily transitive) class.
omorphic to set-membership on a (non-unique) transitive class.
is an elementary embedding where N and M are transitive classes and j is definable in N by a formula
by Stephen Warshall in 1962 for finding the transitive closure of a graph.
first-order logic with an added commutative transitive closure operator (in graph theoretical terms
The transitive closure of the directed graph formed by choo
thus, transitive closure and transitive reduction have the sa
A full transitive closure is not needed; a commutative transit
while looking at the transitive closure of a system (all nodes downstream fr
The transitive closure of the Young-Fibonacci graph is a pa
while looking at the transitive closure of a system, subsumption between pai
el of the cumulative hierarchy, TC(x) is the transitive closure of x)
se single-linkage clustering, constructing a transitive closure of sequences with a similarity over
is hereditarily countable if and only if its transitive closure is countable.
if it is countable, and every element of its transitive closure is countable.
The transitive closure indicates path connection in R: x R+
f cardinality less than κ if and only if its transitive closure is of cardinality less than κ.
in second-order logic with the addition of a transitive closure operator.
defining transitive closures through circular constraints (imple
Below is the table of the best known vertex transitive digraphs (as of October 2008) in the directe
itive if it is symmetric for some values and transitive elsewhere.
ohesion of attributes that are fully and not transitive functional dependent of every key in that re
eceived his Ph.D. for his work 'On Quadruply Transitive Groups' submitted to Ohio State University i
dean and reflexive, it is also symmetric and transitive, hence it is an equivalence relation.
ces must be not merely congruent but must be transitive, i.e. must lie within the same symmetry orbi
ematics, a binary relation R over a set X is transitive if whenever an element a is related to an el
e assumed to be quasitransitive (rather than transitive) in some economic contexts.
ntary embedding j from the universe V into a transitive inner model M with critical point κ, j(κ)>λ
elementary embedding j : V → M from V into a transitive inner model M with critical point κ and λM⊆M
ntary embedding j from the universe V into a transitive inner model M with critical point κ and
If such a relation is also transitive it is a strict total order; this is a specia
working layer (containing diamonds) and the transitive layer (not containing diamonds) of the diamo
logics: admissibility of rules in the basic transitive logics IPC, K4, S4, GL, Grz is coNEXP-comple
rongly λ-unfoldable if and only if for every transitive model M of cardinality κ of ZFC-minus-power
r κ is λ-unfoldable if and only if for every transitive model M of cardinality κ of ZFC-minus-power
dinal if Lα is an admissible set (that is, a transitive model of Kripke-Platek set theory); in other
stowski collapse lemma it is isomorphic to a transitive model of ZF and such a transitive model is u
an intransitive verb as for the object of a transitive one; this case is called the absolutive.
uage, which differ based on whether they are transitive or intransitive, and whether they take anima
(As a transitive or intransitive verb, wat means to measure,
asses of undirected graphs: it satisfies the transitive property (a minor of a minor of G is a minor
yhedra may be regular (if also face and edge transitive), quasi-regular (if edge transitive but not
phrase "Hasse diagram" may also refer to the transitive reduction as an abstract directed acyclic gr
"The Transitive Reduction of a Directed Graph".
In mathematics, a transitive reduction of a binary relation R on a set X
set is finite, its covering relation is the transitive reduction of the partial order relation.
y, if P is a diamond-free partial order, its transitive reduction forms a DAG in which the successor
However, neither existence nor uniqueness of transitive reductions is guaranteed in general.
Preorder - a reflexive transitive relation
on a set S that is a strict partial order (a transitive relation that is irreflexive, or equivalentl
no general formula that counts the number of transitive relations on a finite set (sequence A006905
y type example, either directly or through a transitive relationship involving one or more sequences
ively, dominance may be hierarchical, with a transitive relationship, so that if A dominates B and B
of the Wach," When speaking of "Wachau" in a transitive sense, such as "in the Wachau," the article
e; the term blunder was originally used in a transitive sense, synonymous with to confuse, and this
s subtle if and only if for every λ<κ, every transitive set S of cardinality κ includes a chain (und
ord and Cambridge colleges, the ties are not transitive so it is impossible to make a four-column ch
, IBM and SGI are also using QuickTransit by Transitive; SPARC→x86 for Sun, x86→Power Architecture f
ject in antipassive constructions (where the transitive subject receives the absolutive case instead
employs a three-way case-marking strategy: a transitive subject, a transitive object, and an intrans
rch-Rosser property means that the reflexive transitive symmetric closure is contained in the joinab
property of friendships is that they are not transitive: The friend of a friend is not considered to
A transitive tournament on 8 vertices.
Based on the idea of transitive trust, a peer i would ask other peers it kno
e -o-/-u- (rather than -i-) as the marker of transitive valency and both display the plural suffix -
The accusative marks the direct object of a transitive verb in a transitive sentence.
As a neologism, the term is a transitive verb meaning "to send a friend request on Fa
Opine ( transitive verb): to hold or express an opinion.
th "shiv", can be used either as a noun or a transitive verb, referring to the weapon or the act of
For the subject of a transitive verb, however, the ergative case is used.
transitive verb: Kaalip [ERG] Hansi [ABS] takuaa.
transitive verb: He [NOM] sees me [ACC].
prewellordering is a binary relation that is transitive, wellfounded, and total.
Like the Kneser graph it is vertex transitive with degree .
neycomb that has its cells are congruent and transitive with each other.
(intransitive with inanimate subject), VTA ( transitive with animate object), and VTI (transitive wi
                                                                                                    


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