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Alphabetical [« »] pyrrho 1 pyrrhonean 1 pyrrhus 1 pythagoras 55 pythagorean 15 pythagoreans 12 pythagoric 1 | Frequency [« »] 55 came 55 declared 55 originating 55 pythagoras 54 derived 54 philosophy 54 previously | Hyppolitus The refutation of all heresies IntraText - Concordances pythagoras |
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1 I, 2 | II. PYTHAGORAS; HIS COSMOGONY; RULES OF 2 I, 2 | ZARATAS ON DEMONS; WHY PYTHAGORAS FORBADE THE EATING OF BEANS; 3 I, 2 | another philosophy which Pythagoras originated (who some say 4 I, 2 | denominated Italian, because that Pythagoras, flying from Polycrates 5 I, 2 | for each of the numbers. Pythagoras affirmed this to be a sacred 6 I, 2 | Pyrrhus of Delos; fifth, Pythagoras. And Diodorus the Eretrian, 7 I, 2 | the musician, assert that Pythagoras came to Zaratas the Chaldean, 8 I, 2 | lodge the money sealed with Pythagoras, and he continued in silence 9 I, 2 | Archippus, and the servant of Pythagoras, Zaniolxis, who also is 10 I, 2 | cultivate the philosophy of Pythagoras. And they assert that Pythagoras 11 I, 2 | Pythagoras. And they assert that Pythagoras learned from the Egyptians 12 I, 3 | description of animal. For Pythagoras, the instructor of these ( 13 I, 4 | down by succession from Pythagoras, we should recur to the 14 I, 22| a Thracian, a servant of Pythagoras, became to them the originator 15 I, 22| Now after the death of Pythagoras, Zamolxis, repairing thither, 16 IV, 51| names merely; and (since) Pythagoras became the instructor of 17 IV, 51| arose, to whom especially Pythagoras first seems to have furnished 18 IV, 51| quaternion, according to Pythagoras, having in itself roots 19 VI, 16| DERIVED FROM PLATO AND PYTHAGORAS.~The heresy of Valentinus 20 VI, 16| derives his impressions from Pythagoras, and therefore Timaeus himself 21 VI, 16| opinions advanced by both Pythagoras and Plato, yet at all events 22 VI, 16| of the two systems). For (Pythagoras and Plato) derived these 23 VI, 17| principles of the philosophy of Pythagoras of Samos,--a philosophy ( 24 VI, 17| Valentinus derives from Pythagoras and Plato, but refers with 25 VI, 18| XVIII. PYTHAGORAS' SYSTEM OF NUMBERS.~Pythagoras, 26 VI, 18| PYTHAGORAS' SYSTEM OF NUMBERS.~Pythagoras, then, declared the originating 27 VI, 18| And Zaratas, the pupil of Pythagoras, was in the habit of denominating 28 VI, 18| the monad, according to Pythagoras; and the monad is male and 29 VI, 18| from the duad, again, as Pythagoras states, (are generated) 30 VI, 18| succeeding numbers up to ten. For Pythagoras is aware that this is the 31 VI, 19| XIX. PYTHAGORAS' DUALITY OF SUBSTANCES; 32 VI, 19| are, then, according to Pythagoras, two worlds: one intelligible, 33 VI, 20| XX. PYTHAGORAS' COSMOGONY; SIMILAR TO THAT 34 VI, 20| of the world according to Pythagoras. But Pythagoras says that 35 VI, 20| according to Pythagoras. But Pythagoras says that the stars are 36 VI, 21| XXI. OTHER OPINIONS OF PYTHAGORAS.~Pythagoras, then, became 37 VI, 21| OPINIONS OF PYTHAGORAS.~Pythagoras, then, became a student 38 VI, 21| adopting the principles of Pythagoras, affirms. For, says he, 39 VI, 22| XXII. THE "SAYINGS" OF PYTHAGORAS.~But since also we have 40 VI, 22| sayings darkly expressed by Pythagoras to his disciples by means 41 VI, 22| employed by the Pythagoreans. Pythagoras then instructs his disciples, 42 VI, 22| by surprise. (In this way Pythagoras sought to effect) that ( 43 VI, 23| XXIII. PYTHAGORAS' ASTRONOMIC SYSTEM.~These, 44 VI, 24| compendiously, is the opinion of Pythagoras and Plato. And from this ( 45 VI, 24| heretics), as disciples of Pythagoras and Plato, (and) following 46 VI, 47| MARCUS SHOWN TO BE THAT OF PYTHAGORAS, BY QUOTATIONS FROM THE 47 VI, 47| disciples not of Christ but of Pythagoras, I shall proceed to explain 48 VI, 47| by these heretics) from Pythagoras concerning the meteoric ( 49 VIII, 8 | HIS SYSTEM DERIVED FROM PYTHAGORAS.~Monoimus himself, accordingly, 50 VIII, 8 | The disciples, however, of Pythagoras, expounded this (art) after 51 IX, 9 | DERIVED HIS SYSTEM FROM PYTHAGORAS; PRACTISED INCANTATIONS.~ 52 IX, 9 | Elchasai adopted that tenet of pythagoras to which I have already 53 IX, 12| secreted in shrines, nor did Pythagoras, a sage of the Greeks, conceal 54 IX, 12| necessity would there be that Pythagoras, or Thales, or Solon, or 55 IX, 22| these may be particularized Pythagoras especially, and the Stoics,