Arabic Sciences and Philosophy

10 found

Year:

Volume: 22, Issue: 2
  1. Yamina Adouhane, Al-Miklātī, a Twelfth Century Ašʿarite Reader of Averroes.
    The aim of this article is to present a new witness of Averroes' reception in the Muslim world, in the years that immediately followed his death. Indeed Aba al-Mikl (d. 1237) is an Aarite theologian, who was born in Fez. He is the author of a Quintessence of the Intellects in Response to Philosophers on the Science of Principles in which he aims at refuting the Peripatetic philosophers in their own field, using their own weapons. This article will first attempt (...)
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  2. Mokdad Arfa Mensia, Regards d'Ibn Rushd Sur Al-Juwaynī Questions de Méthode.
    This essay is concerned with the complex relationships between falsafa and kal played a decisive role at a moment when Avicennism became intrusive. It is mainly in his al-da al-nimiyya that al-Juwaynarism. One necessarily invokes here Ibn Rushd, who, by exposing the dogmas in their literal manifestation in his al-Kashf hij al-adilla faqid al-milla, actually sought to operate a systematic refutation of the Ash's evolutionary study. In this contribution, some aspects of the major issues in kal (particularization), His unicity (waniyya) (...)
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  3. Gad Freudenthal & Mauro Zonta, Avicenna Among Medieval Jews the Reception of Avicenna's Philosophical, Scientific and Medical Writings in Jewish Cultures, East and West.
    The reception of Avicenna by medieval Jewish readers presents an underappreciated enigma. Despite the philosophical and scientific stature of Avicenna, his philosophical writings were relatively little studied in Jewish milieus, be it in Arabic or in Hebrew. In particular, Avicenna's philosophical writings are not among the ische complex attitude to Avicenna.
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Volume: 22, Issue: 1
  1. Hélène Bellosta, De l'Usage Des Coniques Chez Ibrāhīm Ibn Sinān.
    Once Apollonius' Conics had been translated from Greek into Arabic, they became a main reference and the principal tool in studying solid problems, algebraic equations of 3rd and 4th degrees, infinitesimal mathematics, etc. Mathematicians of the 9thhn (909bit ibn Qurra (826ln's contribution.
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  2. Khaled El-Rouayheb, Post-Avicennan Logicians on the Subject Matter of Logic: Some Thirteenth- and Fourteenth-Century Discussions.
    In the thirteenth century, the influential logician Afn al-Kh (d. 1248) departed from the Avicennan view that the subject matter of logic is . For al-Kh, the subject matter of logic is . His departure elicited intense and sometimes abstruse discussions in the course of subsequent centuries. Prominent supporters of Kh's view on the subject matter of logic included K (d. 1277), Ibn Wil (d. 1298) and Taftn (d. 1274), Samarqandb al-Dzī (d. 1365). This article presents the outline of the (...)
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  3. Benjamin Gleede, Creatio Ex Nihilo – a Genuinely Philosophical Insight Derived From Plato and Aristotle? Some Notes on the Treatise on the Harmony Between the Two Sages.
    The article aims at demonstrating that in attributing the creatio ex nihilo to both Plato and Aristotle as their unanimous philosophical conviction the Treatise on the Harmony between the Two Sages deeply depends upon the Neoplatonic reading of those two philosophers. The main obstacles for such a view in the works of the two sages are Plato's assumption of a precosmic chaos in the Timaeus and Aristotle's denial of any efficient causality to the unmoved mover in the Metaphysics. Both of (...)
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  4. Ahmad Ighbariah, Between Logic and Mathematics: Al-Kindī's Approach to the Aristotelian Categories.
    What is the function of logic in al-Kind's theory of categories as it was presented in his epistle On the Number of Aristotle's Books (F treats the Categories as a logical book, but in a manner different from that of the classical Aristotelian tradition. He ascribes a special status to the categories Quantity (kammiyya) and Quality (kayfiyya), whereas the rest of the categories are thought to be no more than different combinations of these two categories with the category Substance. The (...)
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  5. Roshdi Rashed, L'angle de Contingence: Un Problème de Philosophie Des Mathématiques.
    From Euclid to the second half of the 17th century, mathematicians as well as philosophers continued to raise the question of the angle of contact and, generally, of the concept of angle. This article is the first essay devoted to this subject in Arabic mathematics. It deals with Greek writings translated into Arabic on the one hand, and contributions of Arabic mathematicians on the other hand: al-Nayr, Ibn al-Haytham, al-Samawr, al-F, al-Q, among others. Most of these contributions are hitherto unknown.
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  6. Roshdi Rashed, Hélène Bellosta 1946–2011.
  7. Ioannis M. Vandoulakis, The Readings of Apollonius' On the Cutting Off of a Ratio.
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