Aristotle Metaphysics 9

Hugh Tredennick (Translator)

Metaphysics. Aristotle. Hugh Tredennick (Translator). London. 1933-1935.

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Current edition Perseus

Metaphysics (English) (Aristotle. The Metaphysics, Vol. 1-2. Tredennick, Hugh, translator. London: William Heinemann; Cambridge, MA: Harvard University Press, 1933-35 (printing).)

Editions (1)
τὰ Μετὰ τὰ Φυσικά Perseus (Aristotle. Aristotle's Metaphysics, Vol. 1-2. Ross, William David, editor. Oxford: Clarendon Press, 1924 (printing).) — 9 focus

Notes on the current edition

Metaphysics

1. Aristot. Met. 7.1 .
2. Cf. Aristot. Met. 6.2.1 .
3. Chs. 6-10.
4. Aristot. Met. 5.12 .
5. Cf. Aristot. Met. 5.12.11 .
6. Cf. Aristot. Met. 5.22 .
7. Cf. Aristot. Met. 10.4.7 .
8. Literally of the other, i.e. the positive term.
9. The meaning of this awkward sentence is clearly shown in the latter part of 4.
10. Founded by Euclides of Megara , an enthusiastic admirer of Socrates. The Megarics adopted the Eleatic system and developed it along dialectical lines.
11. i.e. the form of house.
12. Cf. IV. v., vi.
13. i.e., we have just said that that which is incapable is deprived of its potency—in this case, of its potency for happening.
14. If it is true to say that a thing which is possible will not be, anything may be possible, and nothing impossible.
15. Cf. Aristot. Met. 9.8.6, 7 .
16. Cf. Aristot. Met. 9.2.4, 5 .
17. sc., if every potency must act automatically whenever agent and patient meet.
18. For Aristotle’s views about infinity and void see Aristot. Physics 3.4-8, 4.6-9 respectively.
19. This is inconsistent with Aristotle’s doctrine that the semen is the formal element in reproduction. Cf. Aristot. Met. 8.4.5 , Aristot. Met. 6.9.5 .
20. This is inconsistent with Aristotle’s doctrine that the semen is the formal element in reproduction. Cf. Aristot. Met. 8.4.5 , Aristot. Met. 9.6.5 .
21. Cf. Aristot. Met. 7.7.10-12 .
22. Aristot. Met. 5.11 .
23. Cf. Aristot. Met. 5.4.1 .
24. Aristot. Met. 7.7, 8 .
25. Aristot. Physics, 6.6 .
26. Probably a trick picture of some kind. So Pauson is said to have painted a picture of a horse galloping which when inverted showed the horse rolling on its back. Cf. Aelian, Var. Hist. 14.15 ; Lucian, Demosth. Enc. 24 ; Plut. Moralia, 396e ; Pfuhl, Malerei und Zeichnung der Griechen, 763.
27. Cf. 19.
28. e.g. Empedocles; cf. Aristot. Met. 5.23.3 n .
29. Cf. Aristot. De Gen. et Corr. 337a 1-7 .
30. Aristot. Met. 9.5.2 .
31. For this description of the Platonists cf. Aristot. Met. 1.6.7 .
32. This is a passing thrust at the Ideal theory. Absolute knowledge (the faculty of knowledge) will be a mere potentiality, and therefore substantially posterior to its actualization in particular instances.
33. The argument is presumably as follows (the fallacy, as pointed out by Bonitz, is indicated in parenthesis): That which has a separate substantial existence is actuality. Actuality is prior (substantially) to potentiality. Potentiality is prior to evil (in the moral scale. But since by evil Aristotle means the actualization of a potentiality for evil, potentiality is substantially posterior to evil). Therefore that which has a separate substantial existence is prior to evil; i.e., evil does not exist apart from particular instances of evil. The argument is directed against the Platonic Idea of evil ( Plat. Rep. 476a ); and the corollary which follows against the identification of Evil with one of the principles of the universe ( Aristot. Met. 1.6.10 , Aristot. Met. 12.10.6 , Aristot. Met. 14.4.10, 11 ; cf. Plat. Laws 896e , Plat. Laws 898c ).
34. The figure, construction and proof are as follows: ***
35. Aristotle implies a proof something after this fashion: FIGURE BAC is an angle in a semicircle. From D, the mid-point of the diameter BC, draw a perpendicular DE to meet the circumference at E. Join EB, EC.***
36. This whole passage (sects. 4, 5) should be compared with Aristot. Met. 9.8.3-7 , where it logically belongs.
37. This appears to contradict Aristot. Met. 6.4.3 . But it is just possible to interpret κυριώτατα(with Jaeger) as in the commonest sense.
38. i.e. direct and accurate apprehension.
39. i.e. we cannot be mistaken with regard to a simple term X. We either apprehend it or not. Mistake arises when we either predicate something wrongly of X, or analyze X wrongly.