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Reasoning with the Infinite: From the Closed World to the Mathematical Universe

Reasoning with the Infinite: From the Closed World to the Mathematical Universe

Michel Blay
1/5 ( ratings)
Until the Scientific Revolution, the nature and motions of heavenly objects were mysterious and unpredictable. The Scientific Revolution was revolutionary in part because it saw the advent of many mathematical tools—chief among them the calculus—that natural philosophers could use to explain and predict these cosmic motions. Michel Blay traces the origins of this mathematization of the world, from Galileo to Newton and Laplace, and considers the profound philosophical consequences of submitting the infinite to rational analysis.

"One of Michael Blay's many fine achievements in Reasoning with the Infinite is to make us realize how velocity, and later instantaneous velocity, came to play a vital part in the development of a rigorous mathematical science of motion."—Margaret Wertheim, New Scientist
Pages
226
Format
Paperback
Publisher
University of Chicago Press
Release
November 10, 1999
ISBN
0226058352
ISBN 13
9780226058351

Reasoning with the Infinite: From the Closed World to the Mathematical Universe

Michel Blay
1/5 ( ratings)
Until the Scientific Revolution, the nature and motions of heavenly objects were mysterious and unpredictable. The Scientific Revolution was revolutionary in part because it saw the advent of many mathematical tools—chief among them the calculus—that natural philosophers could use to explain and predict these cosmic motions. Michel Blay traces the origins of this mathematization of the world, from Galileo to Newton and Laplace, and considers the profound philosophical consequences of submitting the infinite to rational analysis.

"One of Michael Blay's many fine achievements in Reasoning with the Infinite is to make us realize how velocity, and later instantaneous velocity, came to play a vital part in the development of a rigorous mathematical science of motion."—Margaret Wertheim, New Scientist
Pages
226
Format
Paperback
Publisher
University of Chicago Press
Release
November 10, 1999
ISBN
0226058352
ISBN 13
9780226058351

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