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| Alphabetical [« »] pyrrha 2 pyrrhic 2 pythagoras 2 pythagorean 28 pythagoreans 17 pythian 7 pythocleides 2 | Frequency [« »] 28 perceptions 28 permitted 28 purposes 28 pythagorean 28 reflected 28 remembered 28 rep | Plato Partial collection IntraText - Concordances pythagorean |
Charmides Part
1 PreS | journeys to visit tyrants and Pythagorean philosophers. But if, as Meno Part
2 Intro| the medium of Orphic and Pythagorean rites and mysteries. It Phaedo Part
3 Intro| life of her own? Is the Pythagorean image of the harmony, or 4 Intro| sentiment. The Ionian and Pythagorean philosophies arose, and 5 Intro| Eleatic being ‘divided by the Pythagorean numbers,’ against the Heracleitean 6 Intro| disciples of Philolaus the Pythagorean philosopher of Thebes. Simmias 7 Intro| put into the mouth of a Pythagorean disciple. It is Simmias, 8 Intro| opposites, and proceeding to the Pythagorean harmony and transmigration; Philebus Part
9 Intro| of Philolaus and in the Pythagorean table of opposites) in the 10 Intro| attempting to combine Eleatic and Pythagorean doctrines, and seeking to The Second Alcibiades Part
11 Text | lines, which are probably of Pythagorean origin, is unknown. They The Symposium Part
12 Intro| triumph over the traditions of Pythagorean, Eleatic, or Megarian systems, 13 Intro| everywhere discerned; and in the Pythagorean list of opposites male and Theaetetus Part
14 Intro| rest of nature. The old Pythagorean fancy that the soul ‘is Timaeus Part
15 Intro| put into the mouth of a Pythagorean philosopher, and not of 16 Intro| Socratic, but after some Pythagorean model. As in the Cratylus 17 Intro| multiplication and construction; in Pythagorean triangles or in proportions 18 Intro| as that of the nameless Pythagorean who first conceived the 19 Intro| move. Imagine these as in a Pythagorean dream, stripped of qualitative 20 Intro| 27, composed of the two Pythagorean progressions 1, 2, 4, 8 21 Intro| the compound of the two Pythagorean ratios, having the same 22 Intro| the mouth of Timaeus, a Pythagorean philosopher, and therefore 23 Intro| generations of Ionian and Pythagorean philosophers. Plato does 24 Intro| the Phaedo of Plato as a Pythagorean philosopher residing at 25 Intro| dispersion of the original Pythagorean society. He was the teacher 26 Intro| found them all three, in the Pythagorean philosophy and in the teaching 27 Intro| its affinity to certain Pythagorean speculations, which gives 28 Intro| but of the contemporary Pythagorean philosophers and their wordy