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Alphabetical [« »] 399 1 3rd 1 3rdly 1 4 79 40 1 400 2 404 2 | Frequency [« »] 80 horses 80 pleasant 80 white 79 4 79 affections 79 composition 79 disposed | Plato Partial collection IntraText - Concordances 4 |
Charmides Part
1 PreS | destitute of any real meaning.~(4) According to Dr. Jackson’ 2 Intro| doing one’s own business;—(4) is doing good.~Still an 3 Intro| and his contemporaries; (4) The germ of an ethical Cratylus Part
4 Intro| current in his own age: 4. the philosophy of language 5 Intro| to him the distinction.~(4) Plato distinctly affirms 6 Intro| thoughts but with ideas. (4) There is the error of supposing 7 Intro| made far greater progress.~(4) Our knowledge of language 8 Intro| verse upon one another; (4) the power of idiom and Critias Part
9 Intro| in the Old Epic poetry: (4) the ingenious reason assigned Euthydemus Part
10 Intro| the youth Cleinias; and (4) not yet to have reached The First Alcibiades Part
11 Pre | great excellence, and also (4) in harmony with the general 12 Pre | length, (3) excellence, and (4) accordance with the general Gorgias Part
13 Intro| falls into the background: (4) the beautiful but rather Lysis Part
14 Intro| and because of the evil; 4) whether friendship is always Menexenus Part
15 Pre | great excellence, and also (4) in harmony with the general 16 Pre | length, (3) excellence, and (4) accordance with the general Meno Part
17 Intro| the Socratic enquiry is, (4) the proposal to discuss Parmenides Part
18 Intro| further infinite subdivision: (4) The argument often proceeds ‘ Phaedo Part
19 Intro| will get on without him.~4. Modern philosophy is perplexed Phaedrus Part
20 Intro| essentially moral nature of God; (4) Again, there is the hint Philebus Part
21 Intro| of them when isolated. (4) to determine which of them 22 Intro| the idea of proportion.~4. Last and highest in the 23 Intro| generation (Nic. Eth.).~4. Plato attempts to identify 24 Intro| hypotheses (compare Republic). (4) The sixth class, if a sixth 25 Intro| the union of the two, and (4) the cause of the union. Protagoras Part
26 Intro| of the parental control. (4) Nor need we wonder that 27 Intro| fathers have bad sons; (4) he is right also in observing 28 Intro| commentary on their differences. (4) The general treatment in The Republic Book
29 8 | 3) with a third added (4), when combined with five ( 30 8 | 100 times as great (400 = 4 x 100), and the other a The Sophist Part
31 Intro| they deny predication; 4. they go from unity to plurality, 32 Intro| was the retailer of them; (4) he was the manufacturer 33 Intro| and other, is and is not (4) the same with itself, and The Statesman Part
34 Intro| subordinates or competitors. (4) But are we not exceeding 35 Intro| making (3) vehicles, or (4) defences, whether dresses, 36 Intro| aspects of the dialogue; (4) the satirical and paradoxical 37 Intro| decline into barbarism; (4) the restoration of man 38 Intro| the two suspected ones.~4. The suspicion of them seems The Symposium Part
39 Intro| army at Potidaea; like (4) the drinking powers of 40 Intro| of Christian Apologists. (4) We observe that at Thebes Theaetetus Part
41 Intro| Socrates (Theaet., Soph.); and (4) the inquiry into not-being 42 Intro| numbers into square numbers, 4, 9, 16, etc., which are 43 Intro| reanimating the buried past: (4) thought, in which images 44 Text | inconceivable than the others; nor (4) can he think that something Timaeus Part
45 Intro| composition of the elements: (4) in the fourth section I 46 Intro| in the ratios of 1, 2, 3, 4, 9, 8, 27, and proceeded 47 Intro| intervals thus—~— over 1, 4/3, 3/2, — over 2, 8/3, 3, — 48 Intro| over 2, 8/3, 3, — over 4, 16/3, 6, — over 8: — over 49 Intro| of the extremes, e.g. 1, 4/3, 2; the other kind of 50 Intro| equidistant from the extremes—2, 4, 6. In this manner there 51 Intro| thirds, 3:2, of fourths, 4:3, and of ninths, 9:8. And 52 Intro| or in proportions of 1:2:4:8 and 1:3:9:27, or compounds 53 Intro| on the properties of 1:2:4:8, or 1:3:9:27, or of 3, 54 Intro| 8, or 1:3:9:27, or of 3, 4, 5, they discovered in them 55 Intro| that was to be.’ He means (4) to draw an absolute distinction 56 Intro| series of numbers 1, 2, 3, 4, 9, 8, 27, composed of the 57 Intro| Pythagorean progressions 1, 2, 4, 8 and 1, 3, 9, 27, of which 58 Intro| a point, 2 and 3 lines, 4 and 8, 9 and 27 the squares 59 Intro| e.g. 2 squared, 3 squared = 4, 9), have always a single 60 Intro| mean proportional (e.g. 4 and 9 have the single mean 61 Intro| regular pyramid (20 = 8 x 2 + 4); and therefore, according 62 Intro| sides of two pyramids (8 = 4 x 2), a particle of air 63 Intro| similarly transformed: (4) different sizes of the 64 Intro| and not infinite.~Section 4.~The astronomy of Plato 65 Intro| Sun 2, Venus 3, Mercury 4, Mars 8, Jupiter 9, Saturn 66 Intro| meant rotation on an axis. (4) The immobility of the earth 67 Intro| sun or a central fire; (4) that the beginnings of 68 Text | twice as much as the second (4), and a fifth part which 69 Text | intervals (i.e. between 1, 2, 4, 8) and the triple (i.e. 70 Text | extremes (as for example 1, 4/3, 2, in which the mean 71 Text | 3, 2, in which the mean 4/3 is one-third of 1 more 72 Text | equal number (e.g.~— over 1, 4/3, 3/2, — over 2, 8/3, 3, — 73 Text | over 2, 8/3, 3, — over 4, 16/3, 6, — over 8: and — 74 Text | intervals of 3/2 and of 4/3 and of 9/8, made by the 75 Text | up all the intervals of 4/3 with the interval of 9/ 76 Text | 243 (e.g.~243:256::81/64:4/3::243/128:2::81/32:8/3:: 77 Text | 128:2::81/32:8/3::243/64:4::81/16:16/3::242/32:8.).~ 78 Text | intervals (i.e. between 1, 2, 4, 8), and the three triple 79 Text | by the ratios of 3:2, and 4:3, and of 9:8—these, although