Book, Paragraph
1 II, 1 | indication of this Antiphon points out that if you planted
2 II, 2 | surfaces and volumes, lines and points, and these are the subject-matter
3 IV, 8 | unless it is composed of points! Similarly the void can
4 IV, 11 | movement, any more than the points are parts of the line-for
5 V, 3 | two to be identical: for points can touch while units can
6 V, 3 | always be something between points (for all lines are intermediate
7 V, 3 | are intermediate between points), whereas it is not necessary
8 VI, 1 | line cannot be composed of points, the line being continuous
9 VI, 1 | For the extremities of two points can neither be one (since
10 VI, 1 | continuous is composed of points, these points must be either
11 VI, 1 | composed of points, these points must be either continuous
12 VI, 1 | length can be composed of points or time of moments: for
13 VI, 1 | is intermediate between points is always a line and that
14 VI, 3 | time may be divided at many points. If, therefore, the present
15 VI, 10 | line is not composed of points, and motion is not composed
16 VI, 10 | of moments or a length of points.~Again, it may be shown
17 VI, 10 | line will be composed of points, for the point, as it continually
18 VI, 10 | since these are the extreme points of any such process of change,
19 VI, 10 | contraries are the extreme points of processes of increase
20 VII, 1 | in respect of its extreme points. By a motion that is numerically
21 VIII, 1 | of things exists, as he points to the fact that among mankind
22 VIII, 8 | as follows: we have three points, starting-point, middle-point,
23 VIII, 8 | question any one of the points lying between the two extremes
24 VIII, 8 | have happened at different points of time, and therefore there
25 VIII, 8 | and similarly at all other points, since the same reasoning
26 VIII, 9 | there are no such definite points: for why should any one
27 VIII, 10| continuous.~Now that these points are settled, it is clear
|