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单词 occams razor
释义

Occam's razorn.

Brit. /ˌɒkəmz ˈreɪzə/, U.S. /ˌɑkəmz ˈreɪzər/
Forms: 1800s– Occam's razor, 1800s– Ockham's razor, 1900s– Ockham's rasor.
Origin: From a proper name, combined with an English element. Etymons: proper name Ockham , razor n.
Etymology: < the genitive of the name of William of Ockham (frequently also spelt Occam : see Ockhamist n.) + razor n., with reference to the cutting away of extraneous material.Attributed to Ockham but of earlier origin, this principle is often quoted in Latin form Entia non sunt multiplicanda praeter necessitatem ‘Entities are not to be multiplied without necessity’. It is not found in this form in Ockham's writings, although he frequently used similar expressions, such as: Pluralitas non est ponenda sine necessitate ‘Plurality should not be assumed unnecessarily’ ( Quodlibeta (c1324) No. 5, Question 1, Art. 2, in J. C. Way Occam's Opera Theologica (1980) IX. 476).
The principle that in explaining anything no more assumptions should be made than are necessary. Cf. law of parsimony n. at sense 3.
ΘΚΠ
the mind > mental capacity > intelligibility > meaning > explanation, exposition > [noun] > economy of explanation
Occam's razor1852
law of parsimony1875
parsimony1957
the mind > mental capacity > philosophy > scholasticism > [noun] > Occamism > Occam's razor
Occam's razor1852
parsimonya1856
law of parsimony1875
1852 W. Hamilton Discuss. Philos. & Lit. 590 We are, therefore, entitled to apply ‘Occam's razor’ to this theory of causality.
1888 Mind 13 530 Newton's Rules of Philosophising grew out of his study the theory of gravitation, the only extraneous help being Ockham's razor.
1901 T. C. Allbutt Sci. & Medieval Thought 57 Now this scientific economy, perhaps first formulated, or effectively used, by William Ockham, in the phrase ‘entia non sunt multiplicanda’—known as ‘Ockham's rasor’—is what is called now-a-days ‘materialism’.
1914 B. Russell Our Knowl. of External World (1926) iv. 112 The..extrusion of permanent things affords an example of the maxim which inspires all scientific philosophizing, namely ‘Occam's razor’: Entities are not to be multiplied without necessity. In other words, in dealing with any subject-matter, find out what entities are undeniably involved, and state everything in terms of these entities.
1928 Biometrika 20A 282 We feel that it is a case for ‘Occam's Razor’, where the simpler hypothesis should be adopted.
1960 A. Huxley Let. 17 July (1969) 894 Perhaps Ockham's razor isn't a valid scientific principle. Perhaps entities sometimes ought to be multiplied beyond the point of the simplest possible explanation.
1977 M. Goulder in J. Hick Myth of God Incarnate iii. 60 Natural explanations, where they are at all plausible, are surely to be preferred on the basis of Occam's razor.
1991 Mind 100 143 There is a direct appeal to Occam's Razor: we should not acknowledge two or more irreducibly different types of entity if we can get by with fewer.
This entry has been updated (OED Third Edition, March 2004; most recently modified version published online March 2022).
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n.1852
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