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| Alphabetical [« »] tree 2 tree-then 1 trees 1 triad 14 triad-as 1 triad-assuming 1 triads 1 | Frequency [« »] 14 point 14 said 14 terminate 14 triad 14 where 13 c-b 13 differ | Aristotle Posterior Analytics IntraText - Concordances triad |
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1 II, 13| attribute may inhere in every triad, yet also in a subject not 2 II, 13| triad-as being inheres in triad but also in subjects not 3 II, 13| attribute inhering in every triad and of wider application ( 4 II, 13| extend beyond the genus of triad; for pentad is a number, 5 II, 13| thing. For example every triad possesses the attributes 6 II, 13| then, is precisely what triad is, viz. a number, odd, 7 II, 13| dyad also as well as to the triad, but, taken collectively, 8 II, 13| we select as inhering in triad, or in any other subject 9 II, 13| to its essential nature, triad will thus possess these 10 II, 13| constitutes the substance of triad is shown by the following 11 II, 13| identical with the being of triad, it must be related to triad 12 II, 13| triad, it must be related to triad as a genus named or nameless. 13 II, 13| identical with the being of triad, because we make the further 14 II, 13| species-number e.g. into triad and dyad-and then endeavour