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单词 axiomatic
释义

axiomaticadj.n.

Brit. /ˌaksɪəˈmatɪk/, U.S. /ˈˌæksiəˈmædɪk/
Etymology: < Greek ἀξιωματικός, < ἀξίωμα : see axiom n. and -atic suffix.
A. adj.
1. Of the nature of an axiom or admitted first principle; self-evident; indisputably true.
ΘΚΠ
the mind > mental capacity > belief > uncertainty, doubt, hesitation > absence of doubt, confidence > assured fact, certainty > evident certainty > [adjective] > evident without proof
self-evidencing1632
self-evident1643
axiomatical1678
self-evidential1700
gratuitous1775
axiomatic1797
1797 W. Taylor in Monthly Rev. 22 556 The axiomatic pillars of a new code of the law of nations.
1872 H. Spencer Princ. Psychol. (ed. 2) II. vi. viii. 95 These axiomatic truths are truths recognized by the simplest order of reasoning.
2. Characterized by axioms or admitted first principles; axiomatical.
ΚΠ
1812 H. Davy Elements Chem. Philos. 32 He gave an axiomatic form to the Science.
3. Full of maxims or pithy sentences, aphoristic.
ΘΚΠ
the mind > mental capacity > knowledge > saying, maxim, adage > [adjective]
sententiala1475
sententious1542
topic1581
apophthegmatical?1589
topical1594
adagial1647
aphoristical1661
gnomonic1706
axiomatical1738
gnomologic1751
aphoristic1753
maximical1779
apophthegmatic1796
aphorismic1798
gnomic1815
aphorismatic1822
axiomatic1835
maximic1854
aphorismical1880
1835 I. Taylor Spiritual Despotism iii. 96 A people..rich in axiomatic good sense.
1838 R. Southey Doctor V. 148 The most axiomatic of English Poets.
B. n. plural.
A body of axioms; the study or use of axioms.
ΘΚΠ
the mind > mental capacity > knowledge > saying, maxim, adage > self-evident truth, axiom > [noun] > body or study of
axiomatic1927
the mind > mental capacity > philosophy > logic > logical reasoning > [noun] > deductivism or a priori reasoning > axioms
philosophia prima1605
outlines1691
basis1796
primordial1813
generalia1843
prima philosophia1845
primary1846
axiomatic1927
1927 E. T. Whittaker in Rep. Brit. Assoc. Advancem. Sci. 21 What we want to do, then, is to set forth the axiomatics of general relativity in the same form as we have been accustomed to give to the axiomatics of any other kind of geometry.
1959 K. R. Popper Logic of Sci. Discov. 320 From the formal point of view of ‘axiomatics’, probability can be described as a two-termed functor.
This entry has not yet been fully updated (first published 1885; most recently modified version published online December 2021).
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adj.n.1797
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