Sextus Empiricus Pyrrhoniae Hypotyposes 2.11

Robert Gregg Bury (Translator)

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Pyrrhoniae Hypotyposes. Sextus Empiricus. Robert Gregg Bury (Translator). London. 1933.

Funding provided by Tisch Library, Tufts University.

Current edition First1KGreek

Outlines of Pyrrhonism (English) (Sextus Empiricus, Vol. 1. Bury, Robert Gregg, translator. London: William Heinemann Ltd.; New York: G. P. Putnam's Sons, 1933.)

Editions (1)
Pyrrhoniae Hypotyposes First1KGreek (Sextus Empiricus. Sexti Empiricii Opera, Volume 1. Mutschmann, Hermann, editor. Leipzig: Teubner, 1912.) — 2.11 focus

Notes on the current edition

Outlines of Pyrrhonism

1. An ‟expression,” lekton (see p. 203 note b), may be either ‟deficient” (e.g. ‟writes”) or ‟complete” (e.g. ‟he writes”); cf. § 81, Adv. Log. ii. 71.
2. i.e. with a true antecedent, or ‟if” clause. Cf. generally Adv. Log. ii. 112, 245 ff., 449.
3. For this stock example cf. Aristot. Anal. pr. ii. 27, Rhet. i. 2. 18; Plato, Menex. 237 e.
4. Cf. Adv. Log. ii. 80 ff.
5. A Megaric philosopher (circa 300 b.c.), not the Academic mentioned in i. 235, and Introd. pp. xxxvi f.; cf. Adv. Log. ii. 113 ff.
6. Cf. i. 234, Adv. Log. ii. 115.
7. The opposite is ‟diartesis,” incoherence or incompatibility, §§ 146, 152, 238 infra, Adv. Log. ii. 430.
8. ‟Implication” (emphasis) is power of signifying more than is explicitly expressed. An example of this ‟potential inclusion” is ‟If a man exists, a beast exists.”
9. The words bracketed give an unintelligible form of syllogism, and the Greek text is evidently corrupt. Possibly we should read—‟It is day; and if it is day it is light; therefore it is light”—thus merely transposing the premisses of the preceding syllogism (cf. § 137).
10. Cf. §§ 105 f. supra.
11. Cf. Adv. Log. ii. 163 ff.
12. Cf. §§ 99: the ‟others” include some of the Academics and medical Empirics (cf. i. 236).
13. Cf. § 96; Adv. Log. ii. 178 ff.
14. A curious expression, only used here by Sextus; it seems to mean ‟an affirmation which treats the thing as though it were apprehended.”
15. Cf. § 88; Adv. Log. ii. 171 ff.
16. Cf. §§ 119, 169.
17. Cf. § 124 supra.
18. Cf. §§ 185, 187.
19. Cf. Adv. Log. ii. 279. The meaning of these sections, 130–133, is briefly this: The Dogmatists argue (§§ 130–131) (1) that the Sceptics’ objections to ‟sign” must signify either something or nothing; if nothing, they have no force against it, while if they signify something they are signs themselves and so prove sign’s existence; (2) the arguments (λόγοι) against ‟sign” prove either something or nothing; if nothing, they fail to prove the non-existence of ‟sign,” while if they prove something, they are ‟proofs,” i.e. a species of ‟sign,” and thus prove sign’s existence. Hence, whichever view we take—the Dogmatists’ that ‟sign exists,” or the Sceptics’ that ‟sign exists not”—we arrive at the same conclusion that ‟sign exists.” In § 132 we have the counter-argument of the Sceptics, ‟reversing” that of the Dogmatists.
20. In this § 133 the Sceptics are replying to the first argument of the Dogmatists (in § 130); the conclusion that ‟the existence of sign” proves its ‟non-existence” is based on the arguments in § 132, which ‟reverses” that of the Dogmatists.
21. For this Sceptic formula cf. i. 188.