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| Alphabetical [« »] support 1 supporters 3 supports 1 suppose 56 supposed 22 supposes 5 supposition 3 | Frequency [« »] 57 terms 56 existing 56 none 56 suppose 56 well 55 equal 55 relative | Aristotle Metaphysics IntraText - Concordances suppose |
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1 III, 2 | is not reasonable even to suppose such a body immovable, but 2 III, 2 | a body immovable, but to suppose it moving is quite impossible.- 3 III, 2 | to what purpose would one suppose them to exist indeed, but 4 III, 3 | principles, especially if we suppose the highest genus to be 5 III, 3 | for what reason should we suppose any such thing to exist 6 III, 4 | But again (B) if we are to suppose this, it is hard to say 7 III, 4 | in which cases we are to suppose it and in which not. For 8 III, 4 | evidently it is not possible to suppose it in all cases; we could 9 III, 4 | all cases; we could not suppose that there is a house besides 10 III, 4 | Even the man whom one might suppose to speak most consistently-Empedocles, 11 III, 4 | principles.~(A) If we do not suppose unity and being to be substances, 12 III, 6 | accident.~But if we are to suppose both that the Forms exist 13 IV, 2 | no difference even if we suppose them to be like that-in 14 IV, 5 | is because these thinkers suppose knowledge to be sensation, 15 V, 1 | house, while in animals some suppose the heart, others the brain, 16 VII, 4 | primary sense. For if we suppose this it does not follow 17 VII, 11 | the truth, and makes one suppose that man can possibly exist 18 VII, 14 | expressions are absurd.~But (2) suppose the Form to be different 19 VII, 16 | One might most readily suppose the parts of living things 20 VII, 16 | stars, none the less, I suppose, would they have been eternal 21 IX, 4 | on this showing vanish. Suppose, for instance, that a man-one 22 IX, 10 | unchangeable. E.g. if we suppose that the triangle does not 23 IX, 10 | not change, we shall not suppose that at one time its angles 24 IX, 10 | is possible, however, to suppose that one member of such 25 IX, 10 | has not; e.g. while we may suppose that no even number is prime, 26 IX, 10 | number is prime, we may suppose that some are and some are 27 IX, 10 | for we cannot in this case suppose that one instance has an 28 XI, 1 | hard to say, even if one suppose them to exist, why in the 29 XI, 1 | called elements; all men suppose these to be present in composite 30 XI, 1 | inasmuch as, if one is to suppose them to be genera, they 31 XI, 2 | 2~Further, must we suppose something apart from individual 32 XI, 2 | to them? Why should one suppose men or horses to have it, 33 XI, 2 | anything. But if we are to suppose lines or what comes after 34 XI, 2 | Further, how are we to suppose that there is a substance 35 XI, 2 | question arises, how are we to suppose the first principle to be 36 XI, 6 | quantity-if one were to suppose this, although it is not 37 XII, 6 | then, is gained even if we suppose eternal substances, as the 38 XII, 6 | blood.~This is why some suppose eternal actuality-e.g. Leucippus 39 XII, 6 | according to his account. To suppose potency prior to actuality, 40 XII, 7 | for this is God.~Those who suppose, as the Pythagoreans and 41 XII, 8 | question whether we have to suppose one such substance or more 42 XII, 9 | it would be reasonable to suppose that the continuity of its 43 XII, 10 | paradoxical also not to suppose a contrary to the good, 44 XII, 10 | tells us. And those who suppose two principles must suppose 45 XII, 10 | suppose two principles must suppose another, a superior principle, 46 XIII, 2 | views follow, if one is to suppose the objects of mathematics 47 XIII, 3 | same way. Therefore if we suppose attributes separated from 48 XIII, 4 | between them.~But if we are to suppose that in other respects the 49 XIII, 6 | associable and some not; e.g. suppose that 2 is first after 1, 50 XIII, 6 | of abstract units; they suppose the units to have spatial 51 XIII, 6 | and principle of things suppose numbers to consist of abstract 52 XIII, 6 | the Pythagoreans; but they suppose the numbers to have magnitude, 53 XIII, 7 | 2. And we, for our part, suppose that in general 1 and 1, 54 XIII, 10| the problems. If we do not suppose substances to be separate, 55 XIII, 10| common name (and again they suppose that the "just what a thing 56 XIV, 3 | As for those, then, who suppose the Ideas to exist and to