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| Alphabetical [« »] paribus 2 part 21 partial 4 partially 3 particles 1 particles-assuming 1 particular 32 | Frequency [« »] 3 omitted 3 optician 3 over 3 partially 3 persistence 3 plain 3 posit | Aristotle Posterior Analytics IntraText - Concordances partially |
Book, Paragraph
1 I, 16| prevent both premisses being partially false; e.g. if actually 2 I, 16| premisses are false, yet partially, not wholly, false. The 3 II, 3 | the same, may they yet be partially the same? Or is that impossible,