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| Alphabetical [« »] united 2 units 2 unity 7 universal 104 universal-are 1 universal-is 1 universal-the 1 | Frequency [« »] 107 can 104 nature 104 such 104 universal 103 these 103 when 101 conclusion | Aristotle Posterior Analytics IntraText - Concordances universal |
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1 I, 1 | induction exhibiting the universal as implicit in the clearly 2 I, 1 | actually falling under the universal and therein already virtually 3 I, 2 | from sense. Now the most universal causes are furthest from 4 I, 4 | and a "commensurate and universal" attribute. I call "true 5 I, 4 | I term "commensurately universal" an attribute which belongs 6 I, 4 | is not a commensurately universal attribute of figure. For 7 I, 4 | angles a commensurately universal attribute of isosceles; 8 I, 5 | primary and commensurately universal in the sense in which we 9 I, 5 | above which there is no universal to be found: (2) when the 10 I, 5 | species and there is a higher universal, but it has no name: (3) 11 I, 5 | proof is commensurately universal, for they do not possess 12 I, 8 | proceeds are commensurately universal, the conclusion of such 13 I, 8 | subject is not commensurately universal but temporary and special. 14 I, 8 | perishable and not commensurately universal (perishable because only 15 I, 8 | perishable; not commensurately universal, because the predicate will 16 I, 9 | they belonged would possess universal sovereignty. This is so 17 I, 10| illegitimate postulates are either universal or particular, whereas a 18 I, 11| possibility we cannot save the universal, and if the universal goes, 19 I, 11| the universal, and if the universal goes, the middle term goes 20 I, 11| science which might attempt a universal proof of axioms such as 21 I, 13| often a clear insight into a universal, but through lack of observation 22 I, 14| affirmative, but cannot be universal, and essence must have a 23 I, 14| and essence must have a universal character: e.g. man is not 24 I, 16| neither subordinate to A nor a universal attribute of B: for B, since 25 I, 16| need not necessarily be a universal attribute of all things. 26 I, 16| found that no syllogism of universal attribution was possible 27 I, 16| if C is yet taken to be a universal attribute of all but universally 28 I, 16| nevertheless assumed to be a universal attribute of A, but an attribute 29 I, 16| non-attributable to A, but a universal attribute of B, the premiss 30 I, 20| mean the ascent to the more universal, by "downward" the descent 31 I, 21| affirmed of an ever higher universal terminates, the succession 32 I, 21| plainly the series of more universal non-predicables will terminate 33 I, 24| be either commensurately universal or particular, and either 34 I, 24| examine the commensurately universal and the particular forms, 35 I, 24| cases. But commensurately universal demonstration, instead of 36 I, 24| than the commensurately universal forms demonstrates, particular 37 I, 24| demonstration is superior.~(2) The universal has not a separate being 38 I, 24| delusory. Now commensurately universal demonstration is of the 39 I, 24| characteristically commensurate and universal, and less touches reality 40 I, 24| follow that commensurate and universal is inferior to particular 41 I, 24| more to commensurate and universal than to particular demonstration. 42 I, 24| is that commensurate and universal is superior to particular 43 I, 24| i.e. if the commensurate universal is unequivocal-then the 44 I, 24| is unequivocal-then the universal will possess being not less 45 I, 24| perish.~(3) Because the universal has a single meaning, we 46 I, 24| other cases of unequivocal universal predication, viz. where 47 I, 24| rather the commensurate universal than the particular which 48 I, 24| inherence, and the commensurate universal is primary; hence the commensurate 49 I, 24| hence the commensurate universal is the cause). Consequently 50 I, 24| Consequently commensurately universal demonstration is superior 51 I, 24| has become commensurately universal, and so we conclude that 52 I, 24| conclude that commensurately universal demonstration is superior.~( 53 I, 24| indeterminate manifold, while universal demonstration tends to the 54 I, 24| rather in so far as they are universal than in so far as they are 55 I, 24| Hence the commensurate and universal form, being more truly demonstration, 56 I, 24| possesses commensurately universal demonstration knows the 57 I, 24| demonstration does not know the universal. So that this is an additional 58 I, 24| preferring commensurately universal demonstration. And there 59 I, 24| proof of the commensurate universal as its middle term approaches 60 I, 24| dependent. But commensurately universal demonstration is characterized 61 I, 24| which it mediated the more universal.~Some of these arguments, 62 I, 24| precedence of commensurately universal demonstration is as follows: 63 I, 24| to know the commensurate universal either potentially or actually. 64 I, 24| Moreover, commensurately universal demonstration is through 65 I, 25| superiority of commensurately universal to particular demonstration. 66 I, 25| superior may be set out in universal form as follows. Assuming 67 I, 25| demonstrative syllogism is the universal immediate premiss, and the 68 I, 25| immediate premiss, and the universal premiss asserts in affirmative 69 I, 31| which is commensurately universal and true in all cases one 70 I, 31| demonstrations are commensurately universal and universals imperceptible, 71 I, 31| recognition of the commensurate universal. So if we were on the moon, 72 I, 31| not of the commensurate universal. I do not, of course, deny 73 I, 31| tracking the commensurate universal, possess a demonstration, 74 I, 31| demonstration, for the commensurate universal is elicited from the several 75 I, 31| singulars.~The commensurate universal is precious because it makes 76 I, 31| cause other than themselves universal knowledge is more precious 77 I, 31| should have elicited the universal from seeing; if, for example, 78 I, 33| knowledge is commensurately universal and proceeds by necessary 79 II, 2 | have enabled us to know the universal too; since, the present 80 II, 2 | from this would arise the universal.~Thus, as we maintain, to 81 II, 3 | nature and is in every case universal and affirmative; whereas, 82 II, 3 | negative and some are not universal; e.g. all in the second 83 II, 3 | negative, none in the third are universal. And again, not even all 84 II, 7 | induction to establish a universal on the evidence of groups 85 II, 8 | conclusion proved being universal and affirmative, the proof 86 II, 12| first.~Some occurrences are universal (for they are, or come-to-be 87 II, 12| is of the nature of the universal. But we have assumed a connexion 88 II, 13| extent mean all such as are universal attributes of each several 89 II, 13| every definition is always universal and commensurate: the physician 90 II, 13| single species than the universal, and that is why our procedure 91 II, 13| the several species to the universal genera-this for the further 92 II, 13| so proceed to the common universal with a careful avoidance 93 II, 16| connexion to be proved is always universal and commensurate, not only 94 II, 16| also the effect will be universal and commensurate. For instance, 95 II, 16| single species. So in these universal and commensurate connexions 96 II, 17| follows. Deciduous is a universal attribute of vine, and is 97 II, 17| subjects. Then B will be a universal attribute of each species 98 II, 17| I call such an attribute universal even if it is not commensurate, 99 II, 17| call an attribute primary universal if it is commensurate, not 100 II, 18| proximate to the primary universal, or the middle which is 101 II, 18| subject’s falling under the universal. To illustrate formally: 102 II, 19| experience again-i.e. from the universal now stabilized in its entirety 103 II, 19| made a stand, the earliest universal is present in the soul: 104 II, 19| sense-perception implants the universal is inductive. Now of the