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Alphabetical    [«  »]
tend 1
tendency 1
tends 1
term 113
term-though 1
terminate 14
terminates 10
Frequency    [«  »]
120 there
117 cause
114 attribute
113 term
109 fact
108 true
108 with
Aristotle
Posterior Analytics

IntraText - Concordances

term

    Book, Paragraph
1 I, 1 | comprehension of the meaning of the term used, and sometimes both 2 I, 1 | through a middle of a minor term as subject to a major. Before 3 I, 1 | unqualified sense of the term know the existence of this 4 I, 2 | because that part is true. The term "enunciation" denotes either 5 I, 3 | unqualified sense of the term.~The advocates of circular 6 I, 3 | positing of one thing-be it one term or one premiss-never involves 7 I, 4 | unqualified sense of that term, all attributes which (within 8 I, 4 | essential" attribute.~I term "commensurately universal" 9 I, 5 | this point is the first term in which it is found to 10 I, 6 | in C, yet B, the middle term of the demonstration, is 11 I, 6 | necessity to the middle term; for though the conclusion 12 I, 6 | through a necessary middle term; otherwise its possessor 13 I, 9 | connexion through the middle term in virtue of which it inheres, 14 I, 9 | so that if that middle term also belongs essentially 15 I, 11| universal goes, the middle term goes witb. it, and so demonstration 16 I, 11| must be a single identical term unequivocally predicable 17 I, 11| middle, or again to the minor term, the corresponding negative. 18 I, 11| negative. For grant a minor term of which it is true to predicate 19 I, 11| reason is that the major term is predicable not only of 20 I, 11| cover the original middle term and also what is not the 21 I, 11| not the original middle term.~The law that every predicate 22 I, 12| because it is the middle term in which the ambiguity lies, 23 I, 13| and so become the middle term of the demonstration. Thus ( 24 I, 13| reasoned fact, since its middle term is the proximate cause. 25 I, 15| involve no intermediate term; since in that case the 26 I, 15| series of predication. If no term in the series ACD...is predicable 27 I, 15| ACD...is predicable of any term in the series BEF...,and 28 I, 15| series BEF...,and if G-a term in the former series-is 29 I, 15| atomic. If there be a middle term, one or other of them is 30 I, 16| inferred through a middle term C, that all B is A, will 31 I, 16| B; because when the same term is related atomically to 32 I, 16| if all B is A, no middle term can be with truth universally 33 I, 17| middle" I mean the middle term through which the contradictory-i. 34 I, 17| attributable to B through a middle term C: then, since to produce 35 I, 17| the "appropriate" middle term. In this case both premisses 36 I, 17| then, that if the middle term is not subordinate to the 37 I, 19| its premisses asserts one term of another, while the other 38 I, 19| while the other denies one term of another. It is clear, 39 I, 19| through some other middle term, and similarly that B inheres 40 I, 19| possible: so that if a middle term between A and B is credible 41 I, 19| Suppose, then, C such a term not itself attributable 42 I, 19| of no intermediate prior term, and suppose H similarly 43 I, 19| will be an intermediate term prior to B to which a is 44 I, 19| there may still be another term H prior to G, which is attributable 45 I, 20| descend from and find one term predicated of another ad 46 I, 20| whether from the first term or from a later one, is 47 I, 21| ascending from the ultimate term (by "ultimate term" I mean 48 I, 21| ultimate term (by "ultimate term" I mean a term such as was, 49 I, 21| ultimate term" I mean a term such as was, not itself 50 I, 21| ultimate from the primary term (by "primary term" I mean 51 I, 21| primary term (by "primary term" I mean a term predicable 52 I, 21| primary term" I mean a term predicable of a subject 53 I, 21| plain that if the major term is denied of a term D prior 54 I, 21| major term is denied of a term D prior to B, D will have 55 I, 21| is denied of yet another term prior to D, this term must 56 I, 21| another term prior to D, this term must be predicable of all 57 I, 22| predicated of a quale, nor any term belonging to an adjectival 58 I, 22| category of another such term, except by accidental predication; 59 I, 22| the series must end with a term (A) not predicable of any 60 I, 22| A) not predicable of any term prior to the last subject 61 I, 22| predicated (B), and of which no term prior to it is predicable.~ 62 I, 22| where each is related to the term below it as odd is to number, 63 I, 22| the apposition, of a fresh term. If such interposition could 64 I, 23| virtue of a common middle term. Isosceles and scalene possess 65 I, 23| virtue of a common middle term that a single attribute 66 I, 23| demonstrated if there is a middle term. Further, the "elements" 67 I, 23| hand, there is no middle term, demonstration ceases to 68 I, 23| demonstrated if there is a middle term or a term prior to B in 69 I, 23| there is a middle term or a term prior to B in which A does 70 I, 23| falls outside the major term. In the case of negative 71 I, 23| falls outside the major term whose inherence is in question; 72 I, 24| then, triangle is the wider term, and there is one identical 73 I, 24| definition of triangle-i.e. the term is not equivocal-and since 74 I, 24| universal as its middle term approaches nearer to the 75 I, 24| and C, B being the higher term would render the demonstration 76 I, 29| the immediately cohering term e.g. by taking C, D, and 77 I, 31| commensurately universal-the term we apply to what is always 78 I, 31| by perception, unless the term perception is applied to 79 I, 32| apposition of a fresh extreme term or the interposition of 80 I, 33| the reason is the middle term; so that, since the former 81 I, 34| hitting upon the middle term instantaneously. It would 82 II, 4 | subject through the middle term; on the other hand (b) its 83 II, 4 | definition, and the middle term connecting them must be 84 II, 4 | will appear in the middle term before the conclusion is 85 II, 6 | must be through the middle term, the definable form is once 86 II, 6 | but in this premiss the term we assert of the minor is 87 II, 6 | neither the major itself nor a term identical in definition, 88 II, 8 | cause must be the middle term, and, the conclusion proved 89 II, 8 | definition of the other term, viz. in these examples, 90 II, 8 | these examples, of the major term A; for eclipse is constituted 91 II, 8 | definition of the major term A. If there be a further 92 II, 10| various meanings of the term definition, and in what 93 II, 11| these can be the middle term of a proof, for (a) though 94 II, 11| have a single common middle term. So it is from the assumption 95 II, 11| assumption of this single middle term that the conclusion follows 96 II, 11| efficient cause-is the middle term. (d) This is no less true 97 II, 11| efficient order the middle term must come to be first, whereas 98 II, 11| different senses of the term "nature", produces now for 99 II, 12| there cannot be a middle term homogeneous with extremes 100 II, 12| occurred.~If we get our middle term in this way, will the series 101 II, 12| contiguous", will a fresh middle term always intervene because 102 II, 12| such connexions the middle term too must be a general rule. 103 II, 12| consequently the middle term B must also be a general 104 II, 13| the latter sense of the term: for these attributes taken 105 II, 13| be achieved if the right term is assumed as primary, and 106 II, 13| this will be ensured if the term selected is predicable of 107 II, 13| since there must be one such term. Having assumed this we 108 II, 13| lower terms; for our second term will be the first of the 109 II, 13| series, since when the higher term is excluded, that term of 110 II, 13| higher term is excluded, that term of the remainder which is " 111 II, 13| differentia. Now the primary term is a genus, and this term 112 II, 13| term is a genus, and this term taken in conjunction with 113 II, 16| deciduous), and the middle term B is the cause. But we can


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