What is a Law of Nature?

What is a Law of Nature?

by D. M. Armstrong
What is a Law of Nature?

What is a Law of Nature?

by D. M. Armstrong

Paperback(Reissue)

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Overview

First published in 1985, D. M. Armstrong's original work on what laws of nature are has continued to be influential in the areas of metaphysics and philosophy of science. Presenting a definitive attack on the sceptical Humean view, that laws are no more than a regularity of coincidence between stances of properties, Armstrong establishes his own theory and defends it concisely and systematically against objections. Presented in a fresh twenty-first-century series livery, and including a specially commissioned preface written by Marc Lange, illuminating its continuing importance and relevance to philosophical enquiry, this influential work is available for a new generation of readers.

Product Details

ISBN-13: 9781316507094
Publisher: Cambridge University Press
Publication date: 08/26/2016
Series: Cambridge Philosophy Classics
Edition description: Reissue
Pages: 180
Product dimensions: 6.06(w) x 8.98(h) x 0.39(d)

About the Author

Professor D. M. Armstrong (1926–2014) was one of the leading philosophers of the twentieth century and is best known for his influential work in epistemology, metaphysics and philosophy of mind. He was Challis Professor of Philosophy at the University of Sydney until his retirement in 1992.

Table of Contents

Preface to this edition Marc Lange; Acknowledgements; Part I. A Critique of the Regularity Theory: 1. Introductory; 2. Critique of the regularity theory (1): the problem of accidental uniformities; 3. Critique of the regularity theory (2); 4. Critique of the regularity theory (3); 5. Can the regularity theory be sophisticated?; Part II. Laws of Nature as Relations between Universals: 6. Laws of nature as relations between universals; 7. Functional laws; 8. Unsubstantiated laws; 9. Probabilistic laws; 10. Further considerations concerning the form of laws; 11. Are the laws of nature necessary or contingent?; Conclusions; Index.
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