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Motion and Genetic Definitions in the Sixteenth-Century Euclidean Tradition
A significant number of works have set forth, over the past decades, the emphasis laid by seventeenth-century mathematicians and philosophers on motion and kinematic notions in geometry. These works demonstrated the crucial role attributed in this context to genetic definitions, which state the mode of generation of geometrical objects instead of their essential properties. While the growing importance of genetic definitions in sixteenth-century commentaries on Euclid’s Elements has been underlined, the place, uses and status of motion in this geometrical tradition has however never been thoroughly and comprehensively studied. This book therefore undertakes to fill a gap in the history of ...
Martianus Capella in the Late Middle Ages and Renaissance
In this book, Katie Reid argues that the fifth-century author Martianus Capella was a significant influence in the late Middle Ages and Renaissance. His poetic encyclopaedia, The Marriage of Philology and Mercury, was a source for writing on the liberal arts, allegory and classical mythology from 1300 to 1650. In fact, writers of this period had much more in common with Martianus Capella than they did with older ancients like Homer and Virgil. As such, we must reshape our understanding of late medieval and Renaissance encounters with the classical world by exploring their roots in Late Antiquity.
De Sphaera of Johannes de Sacrobosco in the Early Modern Period
This open access book explores commentaries on an influential text of pre-Copernican astronomy in Europe. It features essays that take a close look at key intellectuals and how they engaged with the main ideas of this qualitative introduction to geocentric cosmology. Johannes de Sacrobosco compiled his Tractatus de sphaera during the thirteenth century in the frame of his teaching activities at the then recently founded University of Paris. It soon became a mandatory text all over Europe. As a result, a tradition of commentaries to the text was soon established and flourished until the second half of the 17th century. Here, readers will find an informative overview of these commentaries comp...
Mind and Modality
This volume offers a wide-ranging and profound collection of essays on philosophical psychology and conceptions of modality from antiquity to the present day, with some essays on the philosophy of religion as well.
Academic Scepticism in the Development of Early Modern Philosophy
This book explores how far some leading philosophers, from Montaigne to Hume, used Academic Scepticism to build their own brand of scepticism or took it as its main sceptical target. The book offers a detailed view of the main modern key figures, including Sanches, Charron, La Mothe Le Vayer, Bacon, Gassendi, Descartes, Malebranche, Pascal, Foucher, Huet, and Bayle. In addition, it provides a comprehensive assessment of the role of Academic Scepticism in Early Modern philosophy and a complete survey of the period. As a whole, the book offers a basis for a new, balanced assessment of the role played by scepticism in both its forms. Since Richard Popkin's works, there has been considerable interest in the role played by Pyrrhonian Scepticism in Early Modern Philosophy. Comparatively, Academic Scepticism was much neglected by scholars, despite some scattered important contributions. Furthermore, a general assessment of the presence of Academic Scepticism in Early Modern Philosophy is lacking. This book fills the void.
A History of Folding in Mathematics
While it is well known that the Delian problems are impossible to solve with a straightedge and compass – for example, it is impossible to construct a segment whose length is cube root of 2 with these instruments – the discovery of the Italian mathematician Margherita Beloch Piazzolla in 1934 that one can in fact construct a segment of length cube root of 2 with a single paper fold was completely ignored (till the end of the 1980s). This comes as no surprise, since with few exceptions paper folding was seldom considered as a mathematical practice, let alone as a mathematical procedure of inference or proof that could prompt novel mathematical discoveries. A few questions immediately aris...
On Joachim Jungius’ Texturæ Contemplatio
The book offers an analysis of Joachim Jungius’ Texturæ Contemplatio - a hitherto-unpublished manuscript written in German and Latin that deals with weaving, knitting and other textile practices, attempting to present as well various fabrics and textile techniques in a scientifical and even mathematical framework. The book aims to provide the epistemological, technical and historic framework for Jungius’ manuscript, inspecting fabrics, weaving techniques as well as looms and other textile machines in Holy Roman Empire during the Early Modern Period. It also offers a unique investigation of the notion and metaphor of ‘texture’ during this period, and explores, within the wider context of the ‘meeting’ or ‘trading zones’ thesis, the relations between artisans and natural philosophers during the 17th century. The book is of interest to historians of philosophy and mathematics, as well as historians of technology.
Descartes and the Ingenium
A historically-informed account of the lasting importance of embodied thought in the intellectual trajectory of René Descartes, still remembered today as the founding father of dualism.
Leibniz on Time, Space, and Relativity
In this book, Arthur gives fresh interpretations of Gottfried Leibniz's theories of time, space, and the relativity of motion, based on a thorough examination of Leibniz's manuscripts as well as his published papers. These are analysed in historical context, but also with an eye to their contemporary relevance. Leibniz's views on relativity have been extremely influential, first on Mach, and then on Einstein, while his novel approach to geometry in his analysis situs inspired many later developments in geometry. Arthur expounds the latter in some detail, explaining its relationship to Leibniz's metaphysics of space and the grounding of motion, and defending Leibniz's views on the relativity ...
