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单词 subrational
释义

subrationaladj.

Brit. /ˌsʌbˈraʃn̩(ə)l/, /ˌsʌbˈraʃən(ə)l/, U.S. /ˌsəbˈræʃ(ə)nəl/
Origin: Formed within English, by derivation. Etymons: sub- prefix, rational adj.
Etymology: < sub- prefix + rational adj.
1.
a. Less than rational; without the faculty of reasoning.
ΘΚΠ
the mind > mental capacity > lack of understanding > lack of reason, irrationality > [adjective] > below reason
subrational1865
infra-rational1933
1865 Daily Tel. 27 Nov. 2/3 The readiness..of a Tory, even of the sub-rational species, to entertain the question of Reform.
1896 Expositor Sept. 214 [Man is] incomparable with ‘birds and four-footed beasts’, and..with the entire subrational universe.
1912 J. J. Walsh Psychotherapy ii. 142 Very often a distinct delusion may be reasoned out of even a subrational person, if it is taken seriously.
1977 W. K. Muir Police iii. 150/1 The individual, at bottom, is an irrational or subrational creature.
2005 J. Franklin Animal Rights & Moral Philos. 116 Animal souls were subrational and could not be redeemed.
b. Existing or occurring below the level of the rational.
ΚΠ
1883 Our Corner 1 Nov. 276 The bond of union is military and sub-rational, apart from the perception..of the advantages of unity of laws.
1905 Psychol. Rev. 12 192 Its [sc. suggestion's] special field of operation is sub-rational consciousness.
1975 J. Bowden tr. A. Grillmeier Christ in Christian Trad. (ed. 2) I. i. §ii. iv. 420 The sub-rational activity of the emotions and the senses.
2001 D. Spiotta Lightning Field 180 She knew then she would become a lightning rod for a subrational guilt.
2. Mathematics. Of a function y of a variable x: such that, where Y and X are rational functions of y and x respectively, Y is determined to be a function of x by an equation of the form Y = X. Obsolete. rare.
ΘΚΠ
the world > relative properties > number > algebra > [adjective] > relating to expressions > relating to functions
generating1671
exponential1704
discontinuous1803
functional1806
odd1812
periodic1820
syzygetic1850
convex1858
graphometric1865
polycyclic1869
subrational1875
synectic1876
variational1879
polyhedral1881
holomorphic1886
tropical1887
Gudermannian1888
monogeneous1888
monotonous1890
oscillating1893
monotonic1901
monotone1903
orthogonalized1909
schlicht1925
concave1942
deconvolved1974
unate1978
1875 A. Cayley in Proc. London Math. Soc. 6 82 The expression ‘subrational’ includes irrational, but it is more extensive; if Y, X are rational functions, the same or different, of y, x respectively, and Y is determined as a function of x by an equation of the form Y = X, then y is a subrational function of x.
This entry has been updated (OED Third Edition, June 2012; most recently modified version published online March 2022).
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adj.1865
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