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Selections from the Principles of Philosophy de Rene Descartes

Selections from the Principles of Philosophy

Autor Rene Descartes Traducere de John Veitch
en Limba Engleză Paperback – 31 ian 2009
This volume contains selections from the Principles of Philosophy of Rene Descartes. This volume was translated by John Veitch, LL.D., late Professor of Logic and Rhetoric in the University of Glasgow. This volume contains a letter of the author to the French translator of the Principles of Philosophy serving for a Preface and a letter to the most serene princess, Elizabeth, eldest daughter of Frederick, King of Bohemia, Count Palatine, and Elector of the Sacred Roman Empire.
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Specificații

ISBN-13: 9781615340323
ISBN-10: 1615340327
Pagini: 108
Dimensiuni: 155 x 227 x 8 mm
Greutate: 0.17 kg
Editura: Ezreads Publications, LLC
Locul publicării:United States

Notă biografică

René Descartes (1596-1650) was a pioneering metaphysician, a masterful mathematician, and a significant scientific thinker. He was primarily a mathematician throughout his life, followed by a natural scientist or "natural philosopher" and a metaphysician. He created the methods in mathematics that allowed for algebraic (or "analytic") geometry. He co-formulated the sine rule of refraction, created a significant empirical account of the rainbow, and proposed a naturalistic explanation for how the earth and planets formed in natural philosophy, among other notable accomplishments. A world of matter with a few basic properties and interacting according to a few universal principles was his new conception of the natural world, which has influenced how we think about it even today. Descartes created the contemporary interpretation of the mind-body problem by proposing that this natural world had an immaterial mind that was directly tied to the brain in humans. He offered proof for the existence of God in metaphysics, demonstrating that the nature of matter is an extension and the essence of the mind is thought. Early on, Descartes asserted that he had a unique method, which he later claimed to have used in metaphysics, natural philosophy, and many applications of mathematics.