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The Philosophical Consequences of the Formulation of the Principle of Inertia

Euclidian Space and Absolute Space

Bibliographic Data

ID3896072
AuthorsR Scott Walker, Roy Walker, Jan Marejko (Harvard University Press)
Year1983
Volume31
Issue123
Pages1-29
Publication date1983-06-01
Open AccessYes
TypeARTICLE
VenueDiogenes (JOURNAL)
Journal identifiersISSN: 0392-1921 • E-ISSN: 1467-7695
PublisherCambridge University Press (CUP) (PUBLISHER)
DOI10.1177/039219218303112301
OpenAlexW2065956207
LanguageEN

At first glance, the formulation of the principle of inertia-not. yet complete with Galileo, more precise with Gassendi, finally systematic with Newton-seems to constitute but one of the aspects of a process of deep transformations at the end of which traditional cosmology was replaced by various world systems. These transformations-or, to use a more classic term, this " scientific revolution" -have been the object of numerous works, a list, of which would alone fill the pages of a thick volume. But the principle of inertia itself, a principle about which can be said without exaggeration that it expressed the essence of this revolution at the same time as it stimulated it, has perhaps not received all the attention it deserves. And especially the impact of this principle on Western culture has not been fully measured. True, Alexandre Koyré has always insisted on the fact that, by reducing movement to a state like that of the state of rest, the principle of inertia expressed a new vision of the world more than a scientific result. But his admirable analyses deal more with the slow advent of the priciple of inertia among the natural philosophers who preceded, accompanied and then followed Galileo than with the theological, philosophical and literary impact of this principle. Moreover, by examining this impact, we discover that it is necessary to make a distinction between Euclidian space and absolute space, a distinction which is frequently implicit with certain scientific historians, but, and this must be emphasized, is more often ignored

Absolute time and space · Classical mechanics · Epistemology · Euclidean space · Inertia · Mathematical analysis · Physics · Advanced Theoretical and Applied Studies in Material Sciences and Geometry · Mathematics · Philosophy

Highly citedNo

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