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Nature Mathematized

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Cover of 'Nature Mathematized'

Table of Contents

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    Book Overview
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    Chapter 1 Do Historians and Philosophers of Science Share the Same Heritage?
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    Chapter 2 Conceptual and Technical Aspects of the Galilean Geometrization of the Motion of Heavy Bodies
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    Chapter 3 The Galilean Geometrization of Motion: Some Historical Considerations
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    Chapter 4 Measure, Proportion and Mathematical Structure of Galleo’s Mechanics
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    Chapter 5 Space, Geometrical Objects and Infinity: Newton and Descartes on Extension
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    Chapter 6 Finite and Otherwise. Aristotle and Some Seventeenth Century Views
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    Chapter 7 The Ideal of the Mathematization of All Sciences and of ‘More Geometrico’ in Descartes and Leibniz
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    Chapter 8 The “More Geometrico” Pattern in Hypotheses from Descartes to Leibniz
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    Chapter 9 The Leibnizean Picture of Descartes
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    Chapter 10 Force and Inertia: Euler and Kant’s Metaphysical Foundations of Natural Science
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    Chapter 11 Kant on the Foundations of Science
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    Chapter 12 Non-Mechanistic Ideas in Physics and Philosophy: From Newton to Kant
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    Chapter 13 V. V. Petrov’s Hypothetical Experiment and Electrical Experiments of the 18th Century
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    Chapter 14 The Ideal of Mathematization in B. Bolzano
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    Chapter 15 „Die Schönste Leistung der Allgemeinen Relativitätstheorie“: The Genesis of the Tensor-Geometrical Conception of Gravitation
Attention for Chapter 1: Do Historians and Philosophers of Science Share the Same Heritage?
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Chapter title
Do Historians and Philosophers of Science Share the Same Heritage?
Chapter number 1
Book title
Nature Mathematized
Published by
Springer, Dordrecht, January 1983
DOI 10.1007/978-94-009-6957-5_1
Book ISBNs
978-9-40-096959-9, 978-9-40-096957-5
Authors

William R. Shea, Shea, William R.

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