obvertendn.

Brit.

/ˈɒbvətɛnd/, U.S.

/ˈɑbvərˌtɛnd/

Origin: A borrowing from Latin. Etymon: Latin obvertendus.

Etymology: < classical Latin obvertendus, gerundive of obvertere obvert v.

Logic.

A proposition to be obverted.

ΘΚΠ

the mind > mental capacity > philosophy > logic > predicate or propositional logic > [noun] > logical inference > obversion > proposition in relation to

obverse1870

obvertend1886

1886 P. K. Ray Text-bk. Deductive Logic (ed. 2) iii. ii. 129 The given proposition may be called the Obvertend.

1896 J. Welton Man. Logic (ed. 2) I. iii. iii. 251 Obversion is a change in the quality of a predication made of any given subject, whilst the import of the judgment remains unchanged. The original proposition is called the Obvertend, and that which is inferred from it is termed the Obverse.

1914 Mind 23 97 The obverse is irrelevant because the predicate of his chosen obvertend is irrelevant.

1953 I. M. Copi Introd. Logic v. 140 In any inference of this type, the premiss is called the ‘obvertend’ and the conclusion is called the ‘obverse’.

This entry has been updated (OED Third Edition, March 2004; most recently modified version published online March 2022).

单词	obvertend
释义	obvertendn. Brit. /ˈɒbvətɛnd/, U.S. /ˈɑbvərˌtɛnd/ Origin: A borrowing from Latin. Etymon: Latin obvertendus. Etymology: < classical Latin obvertendus, gerundive of obvertere obvert v. Logic. A proposition to be obverted. ΘΚΠ the mind > mental capacity > philosophy > logic > predicate or propositional logic > [noun] > logical inference > obversion > proposition in relation to obverse1870 obvertend1886 1886 P. K. Ray Text-bk. Deductive Logic (ed. 2) iii. ii. 129 The given proposition may be called the Obvertend. 1896 J. Welton Man. Logic (ed. 2) I. iii. iii. 251 Obversion is a change in the quality of a predication made of any given subject, whilst the import of the judgment remains unchanged. The original proposition is called the Obvertend, and that which is inferred from it is termed the Obverse. 1914 Mind 23 97 The obverse is irrelevant because the predicate of his chosen obvertend is irrelevant. 1953 I. M. Copi Introd. Logic v. 140 In any inference of this type, the premiss is called the ‘obvertend’ and the conclusion is called the ‘obverse’. This entry has been updated (OED Third Edition, March 2004; most recently modified version published online March 2022). < n.1886
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