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| Alphabetical [« »] subject-e 2 subject-genus 3 subject-unless 1 subjects 51 subordinate 13 subordinated 2 subsequent 1 | Frequency [« »] 52 number 52 prior 51 primary 51 subjects 50 animal 50 sense 49 e | Aristotle Posterior Analytics IntraText - Concordances subjects |
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1 I, 4 | while they belong to certain subjects, the subjects to which they 2 I, 4 | to certain subjects, the subjects to which they belong are 3 I, 4 | essentially to their respective subjects; whereas attributes related 4 I, 4 | these two ways to their subjects I call accidents or "coincidents"; 5 I, 4 | in the sense that their subjects are contained in them, or 6 I, 4 | they are contained in their subjects, are necessary as well as 7 I, 4 | consequentially connected with their subjects. For it is impossible for 8 I, 4 | them not to inhere in their subjects either simply or in the 9 I, 4 | attributes must inhere in their subjects of necessity.~Thus, then, 10 I, 4 | inhere necessarily in their subjects. The essential attribute, 11 I, 4 | as belonging to the other subjects to which it attaches is 12 I, 5 | to be found: (2) when the subjects belong to different species 13 I, 5 | belongs to all the other subjects of which it is predicable, 14 I, 6 | attaching essentially to their subjects attach necessarily to them: 15 I, 6 | essential nature of their subjects, or contain their subjects 16 I, 6 | subjects, or contain their subjects as elements in their own 17 I, 6 | are not necessary to their subjects.~We must either state the 18 I, 6 | possessed by their respective subjects as such that are necessary 19 I, 8 | fully commensurate. Other subjects too have properties attaching 20 I, 9 | consequently they apply equally to subjects different in kind. They 21 I, 10| peculiar to a science are the subjects the existence as well as 22 I, 10| existence and the meaning of the subjects are assumed by these sciences; 23 I, 11| of demonstration, not the subjects nor the attributes demonstrated 24 I, 13| even though the geometrical subjects are predicable as properties 25 I, 17| disconnected from their subjects, (a) (i) as long as the 26 I, 19| by the real connexions of subjects and attributes. Thus: since 27 I, 19| terms such as are naturally subjects of predicates. Suppose, 28 I, 19| all the reciprocals qua subjects stand in the same relation 29 I, 19| attributes or that both subjects and attributes-and we raised 30 I, 21| the series of descending subjects also terminates, plainly 31 I, 22| predicates nor the descending subjects form an infinite series; 32 I, 22| subject is infinite. For the subjects of which coincidents are 33 I, 22| Predicates so related to their subjects that there are other predicates 34 I, 22| them predicable of those subjects are demonstrable; but of 35 I, 22| essential nature of their subjects, or because their subjects 36 I, 22| subjects, or because their subjects are elements in their essential 37 I, 22| elements in the nature of their subjects are equally finite: otherwise 38 I, 23| attribute inheres in several subjects, since there must be immediate 39 I, 23| be proved common to two subjects is to be one of their essential 40 I, 28| single genus, viz. all the subjects constituted out of the primary 41 I, 33| attributes as inhering in their subjects, but not in virtue of the 42 I, 33| but not in virtue of the subjects’ substance and essential 43 II, 4 | not of the essence of the subjects of which it is predicated-A 44 II, 13| inheres in triad but also in subjects not numbers at all-odd on 45 II, 13| one knows all the other subjects of which the differentiae 46 II, 13| this process one reaches subjects incapable of further differentiation 47 II, 14| common genus of all our subjects of investigation-if e.g. 48 II, 15| their concerning different subjects or in their mode of manifestation. 49 II, 16| of A, and D and E primary subjects of B and C respectively. 50 II, 17| wider than their respective subjects. Then B will be a universal 51 II, 17| than one cause, but not in subjects specifically identical.