What Did Mathematics Do to Physics?
@article{Gingras2001WhatDM, title={What Did Mathematics Do to Physics?}, author={Yves Gingras}, journal={History of Science}, year={2001}, volume={39}, pages={383 - 416} }
Dans cet article, l'auteur tente de demontrer les effets a long terme de la mathematisation de la physique et son impact dans les domaines social, epistemologique et ontologique de la discipline. Un debat similaire aurait pu avoir lieu concernant la non-representation des phenomenes en mecanique quantique en 1920...
68 Citations
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References
SHOWING 1-10 OF 143 REFERENCES
Experimentalists among the Mathematicians: Physics in the Cambridge Natural Sciences Tripos, 1851-1900
- Mathematics, Physics
- 1982
L'importance croissante de la physique experimentale dans le cursus de Cambridge, sous l'influence de J. J. Thomson.
Isaac Barrow on the Mathematization of Nature: Theological Voluntarism and the Rise of Geometrical Optics
- Philosophy
- 1997
L'A. defend la these selon laquelle le programme de mathematisation de la nature developpe par Newton s'inspire de la philosophie des sciences mathematiques definie par I. Barrow contre le…
Quantum Chemistry qua Applied Mathematics. The Contributions of Charles Alfred Coulson (1910-1974)
- Physics
- 1999
Charles Alfred Coulson est un chercheur britannique qui a largement contribue au developpement de la chimie quantique au XX e siecle et a au developpement des mathematiques appliquees
Rapport des mathématiques et de la physique chez d'Alembert
- Education
- 1984
Michel Paty : The relationship between mathematics and physics in d'Alembert's thought. ; The problem of the relationship between mathematics and physics — which recurs with every advance in each of…
How the Principia Got its Name; Or, Taking Natural Philosophy Seriously
- Philosophy
- 1991
Sur les « Philosophiae naturalis principia mathematica » de Newton. Philosophie naturelle : science, philosophie et theologie
The Aim and Structure of Physical Theory
- Education, Philosophy
- 1954
This classic work in the philosophy of physical science is an incisive and readable account of the scientific method. Pierre Duhem was one of the great figures in French science, a devoted teacher,…
The Astronomer's Role in the Sixteenth Century: A Preliminary Study
- Philosophy, History
- 1980
Le role de l'astronome selon Osiander et Copernic, l'astronome a l'universite et a la cour. La reforme de l'universite par Ramus, Savile et Clavius. Tycho Brahe.
Uses and Abuses of Anachronism in the History of the Sciences
- Philosophy
- 2000
L'A. demontre que les historiens ont tendance a decrire les actions et les travaux passes avec un certain anachronisme et suggere qu'il serait utile de donner des limites concernant les…
Newton’s Mathematization of Physics in Retrospect
- Physics, Education
- 1988
The publication of Newton’s Principia marks the beginning of modern science. But what is so modern about Newton’s Principia? After all, the content of the Principia is nowadays usually referred to as…
From Galvanism to Electrodynamics: The Transformation of German Physics and Its Social Context
- Education
- 1978
Historians have long been aware that German science underwent a profound qualitative and quantitative transformation during the first half of the nineteenth century. This paper investigates the…