Notes on the current edition
Outlines of Pyrrhonism
1.
Cf. Adv. Phys. ii. 37 ff.; Aristot. Phys. vii. 2, Categ. 15 a 13; Plato, Laws, x. 894.
2.
Lit. ‟by life,” cf. i. 165, ii. 244.
3.
Such as Zeno and Diodorus Cronos, cf. ii. 242.
4.
Cf. i. 26 for ‟equipollence” as leading to Sceptic ‟suspension.”
5.
i.e. what is plainly obvious, cf. § 266.
6.
Cf. ii. 244.
7.
An Aristotelian phrase: freedom of choice was denied by fatalists, such as Democritus and the Stoics.
8.
Cf. ii. 18 ff.
9.
Cf. ii. 245.
10.
Cf. Adv. Phys. ii. 93, 103.
11.
Cf. §§ 119, 131. ‟Place” in the ‟exact” or narrow sense means the precise portion of space occupied by an object, as distinguished from ‟place” in the ‟broad” or ‟extended” sense in which it includes surrounding portions of space. The latter sense of ‟place” was adopted in order to make ‟motion in place” feasible; but Sextus argues that it fails to do so.
12.
The following sections, 76–80, criticize two kinds of motion, (1) successive motion, by which the moving body occupies the first part of the intervening space first with its own first part, next with its second part, and so on till all its parts have passed through all the parts of the ‟interval.” (Here it is assumed that both the moving body and the spatial distance, or ‟interval,” are divisible; but, argues Sextus, whether they are infinitely divisible or divisible only into a limited number of indivisible parts, in either case motion is found to be impossible.) (2) Momentaneous motion (§§ 78–79), by which the moving body passes into the whole of the interval in a single moment of time.
13.
Cf, the Eleatic puzzle of ‟Achilles” (and the tortoise); cf. Aristot. Phys. vi. 9.
14.
Cf. § 77. This is further explained in Adv. Phys. i. 154: ‟If all is indivisible (time, bodies, and space), all moving bodies will be of equal velocity (e.g. the sun and the tortoise), since an indivisible interval is completed by all alike in an indivisible moment of time.” In this § 79 the difficulties as regards the quantity of space passed through by the moving body on the momentaneous theory are exposed: it must be conceived either as (1) unlimited or (2) precisely limited, or (3) small, but not precisely limited; but all these views lead to absurdities.
15.
Cf. ii. 253.