A part of chapter 1, Book II of the Physics of the Šif¯ ' is dedicated to the aristotelian definition of motion . The developments to which the treatment of this question gives rise are distinctive of the Avicennian style in his Physics . By assuming the notion of double entelechy, Avicenna is following the most classical exegetical tradition. However, by setting a correspondence between the double entelechy and the double notion of motion: 1) motion as an intermediary state, which (...) can be ascribed to a moving object at any instant of its trajectory, and 2) motion as a traversal of a given distance, which cannot be ascribed to the moving object, but at the end-point of its trajectory, Avicenna gives a new content to a lieu commun of the exegetical tradition. (shrink)

The psychological writings of the Islamic philosopher Avicenna are noted for the hypothetical example he gives of the man suspended in space—the “Flying Man.” This example, which left its impress on the Latin scholastics and has engaged the attention of modern scholars, occurs thrice in his writings in contexts that are closely related, but not identical. Its third occurrence, which represents a condensed version, conveys the general idea. It states, in effect, that if you imagine your “entity,” “person,” “self” to (...) be created at birth fully mature, sound in mind and body, but suspended in temperate air in such a manner that this “self” is totally unaware of its body and physical circumstances, “you will find that it will be unaware of everything except the ‘fixedness’ of its individual existence.”. (shrink)

: The present study considers Ibn Sînâ's (Lat. Avicenna) account of induction (istiqra') and experimentation (tajriba). For Ibn Sînâ induction purportedly provided the absolute, necessary and certain first principles of a science. Ibn Sînâ criticized induction, arguing that it can neither guarantee the necessity nor provide the primitiveness required of first principles. In it place, Ibn Sînâ developed a theory of experimentation, which avoids the pitfalls of induction by not providing absolute, but conditional, necessary and certain first principles. The theory (...) of experimentation that emerges though not modern, does have elements that are similar to a modern conception of scientific method. (shrink)

the history and philosophy of thought experiments has attracted considerable attention in recent years. Of particular interest to philosophers as well as historians of science has been the emergence of thought experiments as a common procedure in early modern science, along with the methodological presuppositions that underwrite this practice.1 From a philosophical perspective, the notion of thought experiments is intimately tied in with the much-debated connection between conceivability and possibility, as exemplified by the radical affirmation of the Conceivability Criterion of (...) Possibility by David Hume.2 Consequent upon this, historians of ancient and medieval philosophy have also expressed interest in .. (shrink)

Al-Q, mathematician of the 10th century, examines critically two arguments in the 6th book of the Aristotelian Physics. This critic does not follow the method of the philosophers, with doctrinal amendments, but with a mathematical and experimental style. For understanding of this critical examination and its influence, it is necessary to situate it in the mathesis of al-Q and to produce its mechanical presuppositions. This is the purpose of the author of this paper.

Al-Qūhī, mathematician of the 10th century, examines critically two arguments in the 6th book of the Aristotelian Physics. This critic does not follow the method of the philosophers, with doctrinal amendments, but with a mathematical and experimental style. For understanding of this critical examination and its influence, it is necessary to situate it in the mathesis of al-Qūhī and to produce its mechanical presuppositions. This is the purpose of the author of this paper. Le mathématicien du X e siècle al-Qūhī (...) critique deux theses du sixième livre de la Physique d’Aristote. Cette critique n’est pas à la manière des philosophes, par amendements doctrinaux, mais elle adopte un style mathématique et expérimental. Comprendre cette critique et son impact, c’est la placer dans la mathesis d’al-Qūhī et exhiber ses présupposés mécaniques. C’est à quoi s’emploie l’auteur de cet article. (shrink)