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The Metaphysical Principles of the Infinitesimal Calculus (Collected Works of Rene Guenon) Paperback – 9 Jun. 2004
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- Print length152 pages
- LanguageEnglish
- Publication date9 Jun. 2004
- Dimensions15.24 x 0.89 x 22.86 cm
- ISBN-100900588128
- ISBN-13978-0900588129
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- Publisher : Sophia Perennis (9 Jun. 2004)
- Language : English
- Paperback : 152 pages
- ISBN-10 : 0900588128
- ISBN-13 : 978-0900588129
- Dimensions : 15.24 x 0.89 x 22.86 cm
- Best Sellers Rank: 971,585 in Books (See Top 100 in Books)
- 988 in Mathematical Analysis (Books)
- 3,372 in Popular Science Maths
- 15,182 in Christian Living (Books)
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To put that last remark in context I shall proffer an example: it has been over one hundred years since Georg Cantor created his Set Theory, a mathematical system which he believed allowed one to work with 'infinite' number and even multiple 'infinites', 'infinites' of them. The notion of an 'infinite' Set, and indeed the Set Theory as a whole, attracted criticism from its very birth coming under attack from philosophers and metaphysicians of various schools including Ludwig Wittgenstein, and has been largely replaced with mathematical Constructivism: never-the-less certain individuals continue to employ it for dubious ends. Unlike its founder, who preferred to use the term 'Transfinite' to distinguish between his 'infinite' sets and the 'infinity' of the Absolute, subsequent mathematics disregarded this distinction which has lead various Post-Modern philosophers, most prominently Alain Badiou, attempting to use it to disprove the possibility of God and other metaphysical concepts. This book is a vaccine against just such malpractice.
Guenon ruthlessly attacks the notion of a mathematical infinite, arguing than an infinite number is a contradiction in terms. With this aim he surveys the history of modern mathematics, with a particular focus on the Infinitesimal Calculus and the mathematical endeavours of Leibnitz, among others. I say 'among others' for the title, aside from being almost stereotypically 'academic' and dry, is actually rather misleading: as the French metaphysician treats a number of other mathematical subjects of equal if not more importance. Amongst these highlights include the demystification of Irrational Numbers, the axiomic realisation that Negative Numbers are a case of geometry transferred to the mathematical plane and a commentary on the metaphysical property of the Number Zero which one soon realises has a great baring on concepts such as Creatio Ex Nihilo (the apparent opposition between Christianity and the Kabbalah on this point disappears).
I give this volume four stars, not because it's unworthy of a five star review in itself, but because it could have been so much more. Guenon was occupied with his new life in Egypt at the time he wrote the volume, so he can be forgiven for not undertaking a massive project, but if only he had bided his time and if he had but expanded the book's remit! Had he devoted more pages to attacking the above mentioned theories of Cantor directly, as well as turning his attention to the as yet still young British school of Analytical Philosophy which was to play so much a part in the popularisation of Logical Positivism, this book alone would have been enough to ensure his reputation. Never-the-less it is a most excellent book, disrobing modern mathematics of the almost superstitious awe it inspires in the post-Einsteinian era. To lift a quote from the text itself: `The science of Mathematics should be a science of the obvious, yet is currently veiled in an impenetrable cloud and thrusts the onlooker into a labyrinth of paradoxes, each more bizarre than the last'.