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| Alphabetical [« »] regards 11 regress 8 rejection 1 related 28 relatedness 1 relation 8 relative 1 | Frequency [« »] 28 assumed 28 demonstrated 28 infinite 28 related 28 truth 27 between 27 existence | Aristotle Posterior Analytics IntraText - Concordances related |
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1 I, 2 | conclusion, which is further related to them as effect to cause. 2 I, 4 | subjects; whereas attributes related in neither of these two 3 I, 7 | unless these theorems are related as subordinate to superior ( 4 I, 13| in the case of problems related to one another as subordinate 5 I, 13| properties of them. As optics is related to geometry, so another 6 I, 13| geometry, so another science is related to optics, namely the theory 7 I, 16| C may quite well be so related to A and B that C is neither 8 I, 16| case if, for example, A is related atomically to both C and 9 I, 16| because when the same term is related atomically to more terms 10 I, 19| immediate; suppose further E related immediately to F, and F 11 I, 19| and suppose H similarly related to G and G to B; then must 12 I, 22| quantified, essentially related, active, passive, placed, 13 I, 22| quantified, essentially related, acting or suffering, or 14 I, 22| proof follows. Predicates so related to their subjects that there 15 I, 22| not infinite where each is related to the term below it as 16 I, 24| which has its angles so related. It follows that he who 17 I, 25| clearly E is affirmatively related to B and C, while D is affirmatively 18 I, 25| while D is affirmatively related to B but negatively to A; 19 I, 25| syllogism the middle is always related affirmatively to both extremes; 20 I, 25| syllogism it must be negatively related only to one of them, and 21 I, 26| syllogism are premisses related to one another as whole 22 I, 26| A-C and A-B are not thus related to one another. Now the 23 II, 3 | the one demonstration is related to the other as part to 24 II, 3 | essential nature are not so related to one another, since the 25 II, 3 | their objects would be related either as identical or as 26 II, 6 | which we conclude must be related as whole and part), so the 27 II, 13| being of triad, it must be related to triad as a genus named 28 II, 19| as a whole is similarly related as originative source to