Book, Paragraph

 1  II, 1 |          difficulties are of two kinds, the cause of the present
 2  II, 2 |         not infinite.~But if the kinds of causes had been infinite
 3 III, 2 |  sciences to investigate all the kinds of causes? How could it
 4 III, 2 |      same thing may have all the kinds of causes, e.g. the moving
 5 III, 2 |        are there in fact several kinds of substances, as those
 6 III, 3 |          Again, the intermediate kinds, in whose nature the differentiae
 7 III, 3 |          a Number apart from the kinds of numbers; and similarly
 8 III, 3 |          a Figure apart from the kinds of figures; and if the genera
 9  IV, 2 |          philosophy as there are kinds of substance, so that there
10   V, 2 |      this is the number of their kinds, but the varieties of causes
11   V, 3 |   indivisible in kind into other kinds; e.g. the elements of speech
12   V, 6 |          to a fourth. The latter kinds of unity are always found
13   V, 7 |   predicated, itself is.~(2) The kinds of essential being are precisely
14   V, 9 |           other" if either their kinds or their matters or the
15   V, 16|       presuppose these first two kinds, and are called complete
16   V, 22|    Indeed there are just as many kinds of privations as there are
17 VII, 2 |           e.g. Plato posited two kinds of substance-the Forms and
18 VII, 2 |       Speusippus made still more kinds of substance, beginning
19 VII, 2 |       this way he multiplies the kinds of substance. And some say
20 VII, 12|       then there will be as many kinds of foot as there are differentiae,
21 VII, 12|        are differentiae, and the kinds of animals endowed with
22 VII, 13|        apart from the particular kinds of animal, nor does any
23 VII, 15|        Since substance is of two kinds, the concrete thing and
24 VIII, 2|         to think there are three kinds of difference between things;
25 VIII, 2|         We must grasp, then, the kinds of differentiae (for these
26  IX, 1 |     actuality’ explain the other kinds of potency as well.~We have
27  IX, 1 |        the formulae of the prior kinds of potency are somehow implied.~
28  IX, 3 |         similarly with the other kinds of predicate; it may be
29   X, 1 |     things to which one of these kinds of unity belongs will be
30   X, 2 |       must be similar in all the kinds of unity. Now "unity" has
31   X, 3 |      since opposition is of four kinds, and one of these two terms
32   X, 4 |     other contraries. Now if the kinds of opposition are contradiction
33  XI, 2 |       sensible substances, which kinds of sensible substance must
34  XI, 7 | Evidently, then, there are three kinds of theoretical sciences-physics,
35  XI, 9 |        so that there are as many kinds of movement and change as
36  XI, 10|         place, and there are six kinds of place, but these cannot
37  XI, 11|    movement is a change, and the kinds of change are the three
38  XI, 12|    quantity, there must be three kinds of movement-of quality,
39 XII, 1 |      both, body.~There are three kinds of substance-one that is
40 XII, 1 |      mathematics. The former two kinds of substance are the subject
41 XII, 1 |    common to it and to the other kinds.~
42 XII, 3 |       these two.~There are three kinds of substance-the matter,
43 XII, 3 |          many Forms as there are kinds of natural object (if there
44 XII, 4 |        is divided into these two kinds; and that which acts as
45 XII, 6 |         6~Since there were three kinds of substance, two of them
46 XII, 7 |        space is the first of the kinds of change, and motion in
47 XIII, 6|         third kind.~Again, these kinds of numbers must either be
48 XIII, 6|         mentioned. Some say both kinds of number exist, that which
49 XIV, 1 |       these will be a number of "kinds" or of some such term.~Those
50 XIV, 1 |     general and to its parts and kinds. For there is nothing either
51 XIV, 2 |          why there should be two kinds of white or many colours
52 XIV, 2 |       and they speak of yet more kinds of relative term. What is
53 XIV, 3 |      those who first posited two kinds of number, that of the Forms
54 XIV, 3 |     principle of each of the two kinds of number is a 1, unity