In this part of the Posterior Analytics Aristotle elaborates his assessment of how universal truths of science can be scientifically explained as inevitable in demonstrative proofs. But he introduces complications: some sciences discuss phenomena that can only be explained by higher sciences and aga
On Aristotle Posterior analytics 1.9-18
β Scribed by Aristote;McKirahan, Richard D.;Philopon, Jean
- Publisher
- Bloomsbury
- Year
- 2014
- Tongue
- English
- Leaves
- 206
- Series
- Ancient commentators on Aristotle
- Category
- Library
No coin nor oath required. For personal study only.
β¦ Table of Contents
PrefaceIntroductionTextual EmendationsTRANSLATIONNotesBibliographyEnglish-Greek GlossaryGreek-English IndexIndex of Passages CitedSubject Index
β¦ Subjects
Knowledge, Theory of;Logic;Logique--Philosophie--Ouvrages avant 1800;ThΓ©orie de la connaissance--Ouvrages avant 1800;;Early works;Aristotle. -- Posterior analytics;Logic -- Early works to 1800;Knowledge, Theory of -- Early works to 1800;Posterior analytics (Aristotle);Aristote (0384-0322 av. J.-C.). -- Seconds analytiques;Aristote, -- (0384-0322 av. J.-C.) -- Critique et interpreΜtation -- AntiquiteΜ;Logique -- Philosophie -- Ouvrages avant 1800;TheΜorie de la connaissance -- Ouvrages avant 1800
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<p>In this part of the <i>Posterior Analytics</i> Aristotle elaborates his assessment of how universal truths of science can be scientifically explained as inevitable in demonstrative proofs. But he introduces complications: some sciences discuss phenomena that can only be explained by higher scienc
Aristotleβs Posterior Analytics elaborates for the first time in the history of Western philosophy the notions of science and the requirements for the distinctive kind of knowledge scientists possess. His model is mathematics and his treatment of science amounts to a philosophical discussion, from t
<p>Aristotle's <i>Posterior Analytics</i> elaborates for the first time in the history of Western philosophy the notions of science and the requirements for the distinctive kind of knowledge scientists possess. His model is mathematics and his treatment of science amounts to a philosophical discussi