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单词 intransitivity
释义

intransitivityn.

Brit. /ɪnˌtrɑːnzᵻˈtɪvᵻti/, /ɪnˌtranzᵻˈtɪvᵻti/, /ɪnˌtrɑːnsᵻˈtɪvᵻti/, /ɪnˌtransᵻˈtɪvᵻti/, /ˌɪntrɑːnzᵻˈtɪvᵻti/, /ˌɪntranzᵻˈtɪvᵻti/, /ˌɪntrɑːnsᵻˈtɪvᵻti/, /ˌɪntransᵻˈtɪvᵻti/, U.S. /ᵻnˌtrænzəˈtɪvədi/
Etymology: < intransitive adj. + -ity suffix.
The property or quality of being intransitive (in any sense).
ΘΚΠ
the world > relative properties > number > mathematics > [noun] > mathematical property
irreductibility1865
utility1881
intransitivity1889
independence1902
non-linearity1904
connexity1905
analyticity1914
irredundance1925
irreflexiveness1933
decidability1936
non-emptiness1936
undecidability1942
irredundancy1952
irreflexivity1964
single-valuedness1968
the mind > mental capacity > philosophy > logic > predicate or propositional logic > [noun] > propositional relation > transitivity or intransitivity
transitiveness1856
intransitivity1933
transitivity1942
the mind > language > linguistics > study of grammar > other grammatical categories or concepts > [noun] > transitivity or intransitivity
transitivity1897
intransitivity1971
1889 Amer. Jrnl. Math. 11 195 If a substitution-group I is intransitive, the letters upon which it operates can be distributed into ‘systems of intransitivity’, x1, x2…; y1, y2…; z1, z2… such that the substitutions of I interchange among each other only the letters x1, x2…; the letters y1, y2…; the letters z1, z2…, and so on, and connect transitively the letters of each system.
1933 F. M. Chapman & P. Henle Fund. Logic 3 We have chosen four logical properties of certain relations—transitivity and intransitivity, symmetry and asymmetry.
1950 W. V. Quine Methods of Logic (1952) 177 A dyadic relative term is called..intransitive..according as it fulfils:..(x) (y) (z) (Fxy.Fyz. ⊃ − Fxz) (intransitivity).
1971 Archivum Linguisticum 2 104 Aspect, as well as transitivity, intransitivity, expression of cause, wish, etc., are secondary developments and more recent than the use of s to denote tense or mood.
This entry has not yet been fully updated (first published 1976; most recently modified version published online March 2022).
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n.1889
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