
Weaving the World
Description
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Vance G. Morgan investigates Weil's earliest texts on science, in which she lays the foundation for a conception of science rooted in basic human concerns and activities. He then tracks Weil's analysis of the development of science, particularly of the mathematics and science of the ancient Greeks. He especially explores Weil's interpretation of the Pythagoreans and their mathematical discoveries, giving special attention to the mathematical foundations of musical harmonies. Morgan pays particular attention to Weil's analysis of Greek geometry, which she believed reveals the importance of mediation between incommensurates in both geometry and the larger scope of human existence.
Morgan's study not only challenges the metaphysical and spiritual poverty of contemporary scientific paradigms, but also sketches an outline of an alternative metaphysical foundation for mathematics and science that, according to Weil, opens the door to a reinvigorated dialogue between science, philosophy, art, and religion.
Reviews / Votes
"Weaving the World is a well-written and lucid overview of Simone Weil's writings on science and mathematics. This book will be of great benefit for anyone who wishes to pursue Weil's thought in depth." -Eric O. Springsted, President of the American Weil Society"Weaving the World is a detailed account of the philosophy of science and knowledge of Simone Weil. It is a very useful contribution to our understanding of one of the deepest and most incandescent thinkers of the twentieth century." -Martin Andic, University of Massachusetts, Boston
"For its rigor, as well as for its faithful reading of Simone Weil's work, this book merits special attention. Starting with a well-defined aspect of Weil's thought, the author shows the unity of this thought, unified through its relationship, from one end to the other, with the Good." -Cahiers Simone Weil
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Content
- Cover
- Half title
- Title page
- Dedication
- Contents
- Preface
- Abbreviations
- Introduction
- 1. Science and Work
- 2. Classical and Contemporary Science
- 2. Monochords and Bridges
- 4. The Divine Poetry of Mathematics
- 5. "All Geometry Proceeds from the Cross"
- 6. "Our Country Is the Cross"
- Conclusion
- Notes
- Bibliography
- Index
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File format: PDF
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