Relativités et déformations de structures : lecture cohomologique de l’invention théorique

In contemporary philosophy of science there is a long lasting discussion concerning the evolution of physical theories. One analyzes the so-called limiting transitions from new theories to older ones (the correspondence principle). The present author notices that contemporary science has at its disp...

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Main Author: Dominique Lambert
Format: Article
Language:deu
Published: Copernicus Center Press 2005-12-01
Series:Zagadnienia Filozoficzne w Nauce
Subjects:
Online Access:http://zfn.edu.pl/index.php/zfn/article/view/332
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spelling doaj-e9cb3fefcd26473c948f028f010ccfd92020-11-24T21:52:40ZdeuCopernicus Center PressZagadnienia Filozoficzne w Nauce0867-82862451-06022005-12-013798118321Relativités et déformations de structures : lecture cohomologique de l’invention théoriqueDominique Lambert0Université de NamurIn contemporary philosophy of science there is a long lasting discussion concerning the evolution of physical theories. One analyzes the so-called limiting transitions from new theories to older ones (the correspondence principle). The present author notices that contemporary science has at its disposal a technical tool with the help of which the inverse process can be analyzed, namely a deformation of an older theory to the newer (more general) one. The author briefly presents the mathematical theory of structure deformations and discusses its applications to philosophy of science. For instance, with help of this theory the concepts of commensurability or non-commensurability of physical theories can be precisely defined. The chain of structure deformations is described in changing from classical mechanics to special relativity and then to general relativity, and from classical mechanics to quantum mechanics. Some consequences of this approach for the search of quantum gravity are also outlined. In spite of the great epistemological significance of the theory of structure deformations, the role of human inventiveness in scientific creativity remains irreplaceable.http://zfn.edu.pl/index.php/zfn/article/view/332physical theoriesstructurestheory of relativitytheory of structure deformations
collection DOAJ
language deu
format Article
sources DOAJ
author Dominique Lambert
spellingShingle Dominique Lambert
Relativités et déformations de structures : lecture cohomologique de l’invention théorique
Zagadnienia Filozoficzne w Nauce
physical theories
structures
theory of relativity
theory of structure deformations
author_facet Dominique Lambert
author_sort Dominique Lambert
title Relativités et déformations de structures : lecture cohomologique de l’invention théorique
title_short Relativités et déformations de structures : lecture cohomologique de l’invention théorique
title_full Relativités et déformations de structures : lecture cohomologique de l’invention théorique
title_fullStr Relativités et déformations de structures : lecture cohomologique de l’invention théorique
title_full_unstemmed Relativités et déformations de structures : lecture cohomologique de l’invention théorique
title_sort relativités et déformations de structures : lecture cohomologique de l’invention théorique
publisher Copernicus Center Press
series Zagadnienia Filozoficzne w Nauce
issn 0867-8286
2451-0602
publishDate 2005-12-01
description In contemporary philosophy of science there is a long lasting discussion concerning the evolution of physical theories. One analyzes the so-called limiting transitions from new theories to older ones (the correspondence principle). The present author notices that contemporary science has at its disposal a technical tool with the help of which the inverse process can be analyzed, namely a deformation of an older theory to the newer (more general) one. The author briefly presents the mathematical theory of structure deformations and discusses its applications to philosophy of science. For instance, with help of this theory the concepts of commensurability or non-commensurability of physical theories can be precisely defined. The chain of structure deformations is described in changing from classical mechanics to special relativity and then to general relativity, and from classical mechanics to quantum mechanics. Some consequences of this approach for the search of quantum gravity are also outlined. In spite of the great epistemological significance of the theory of structure deformations, the role of human inventiveness in scientific creativity remains irreplaceable.
topic physical theories
structures
theory of relativity
theory of structure deformations
url http://zfn.edu.pl/index.php/zfn/article/view/332
work_keys_str_mv AT dominiquelambert relativitesetdeformationsdestructureslecturecohomologiquedelinventiontheorique
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