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Alphabetical    [«  »]
attribute 114
attribute-the 1
attributed 1
attributes 61
attributes-and 1
attributes-namely 1
attribution 3
Frequency    [«  »]
62 e.g.
62 every
62 truths
61 attributes
61 false
60 at
59 first
Aristotle
Posterior Analytics

IntraText - Concordances

attributes

   Book, Paragraph
1 I, 3 | impossible except in the case of attributes that imply one another, 2 I, 4 | it is not true. Essential attributes are (1) such as belong to 3 I, 4 | defining any one of these attributes contains its subject-e.g. 4 I, 4 | classification to all other attributes, I distinguish those that 5 I, 4 | respective subjects; whereas attributes related in neither of these 6 I, 4 | sense of that term, all attributes which (within that sphere) 7 I, 4 | of any subject, essential attributes must inhere in their subjects 8 I, 6 | be other than it is. Now attributes attaching essentially to 9 I, 6 | necessarily to them: for essential attributes are either elements in the 10 I, 6 | sense explained: for all attributes must inhere essentially 11 I, 6 | accidental, and accidental attributes are not necessary to their 12 I, 6 | Since it is just those attributes within every genus which 13 I, 7 | the subject-genus whose attributes, i.e. essential properties, 14 I, 9 | superior science, to which the attributes essentially belong. Thus, 15 I, 10| these primary truths and the attributes dependent on them the meaning 16 I, 10| proved of the remainder, the attributes. Thus we assume the meaning 17 I, 10| assumes, and the essential attributes of which it investigates, 18 I, 10| but of their essential attributes only the meaning is assumed. 19 I, 10| whereas the existence of these attributes is demonstrated by means 20 I, 10| subject genus whose essential attributes it examines; (2) the so-called 21 I, 10| its demonstration; (3) the attributes, the meaning of which it 22 I, 10| expressly the meaning of the attributes if it were well understood. 23 I, 10| three: the subject, the attributes, and the basic premisses.~ 24 I, 11| not the subjects nor the attributes demonstrated as belonging 25 I, 12| through taking as middles mere attributes of the major and minor terms. 26 I, 12| premisses predicating mere attributes: but sometimes it is possible, 27 I, 17| 17~In the case of attributes not atomically connected 28 I, 19| connexions of subjects and attributes. Thus: since there are attributes 29 I, 19| attributes. Thus: since there are attributes which are predicated of 30 I, 19| else but is the subject of attributes, and ascend to infinity? 31 I, 19| subject has an infinity of attributes or that both subjects and 32 I, 21| but itself the subject of attributes), or by descending towards 33 I, 22| the inherence of essential attributes in things. Now attributes 34 I, 22| attributes in things. Now attributes may be essential for two 35 I, 22| whole infinite chain of attributes, and be an element in the 36 I, 22| Hence, since an infinity of attributes such as contain their subject 37 I, 22| moreover, that all such attributes must so inhere in the ultimate 38 I, 22| ultimate subject-e.g. its attributes in number and number in 39 I, 22| and not of wider extent. Attributes which are essential elements 40 I, 22| impossible. Hence, if all the attributes predicated are essential 41 I, 23| be one of their essential attributes, the middle terms involved 42 I, 32| are different, and some attributes attach to quanta and some 43 I, 32| several kinds and their attributes.~Again, it is not true that 44 I, 33| hand he apprehends these attributes as inhering in their subjects, 45 II, 3 | substance, at any rate such attributes are not substances.~It is 46 II, 5 | that difficulty if all the attributes we assume are constituents 47 II, 6 | constituted by the "peculiar" attributes of its essential nature; ( 48 II, 6 | such and such are the only attributes of its essential nature, 49 II, 13| definable form.~Now of the attributes which inhere always in each 50 II, 13| wider than its genus (by attributes of wider extent mean all 51 II, 13| all such as are universal attributes of each several subject, 52 II, 13| number is odd. It is such attributes which we have to select, 53 II, 13| every triad possesses the attributes number, odd, and prime in 54 II, 13| sense of the term: for these attributes taken severally apply, the 55 II, 13| we have shown above’ that attributes predicated as belonging 56 II, 13| necessary, and since the attributes which we select as inhering 57 II, 13| any other subject whose attributes we select in this way, are 58 II, 13| will thus possess these attributes necessarily. Further, that 59 II, 13| proceed thus because the attributes of the genera compounded 60 II, 13| infirma species, and the attributes inhere essentially in the 61 II, 13| the order in which the attributes are predicated does make


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