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LES NOUVEAUX OUTILS DE L'ENTREPRISE DE DEMAIN

de Philippe Mounier

LES NOUVEAUX OUTILS DE L'ENTREPRISE DE DEMAIN




 


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Philosophical Papers Mathematics volume 2

Titre :

Philosophical Papers Mathematics volume 2

Caractéristiques :


Auteur(s) :LAKATOS
Editeur :CAMBRIDGE UNIVERSITY PRESS
Parution :10/1980
Langue :Anglais Anglais
Nbre de pages :295
ISBN :978-0-521-28030-3
Reliure :Paperback
Prix :35.00 € ttc
Disponibilité :Livraison sous 2 à 10 jours ouvrables.

Couverture :


Philosophical Papers Mathematics volume 2

Résumé :



Imre Lakatos' philosophical and scientific papers are published here in
two volumes. Volume I brings together his very influential but scattered
papers on the philosophy of the physical sciences, and includes one
important unpublished essay on the effect of Newton's scientific
achievement. Volume 2 presents his work on the philosophy of mathematics
(much of it unpublished), together with some critical essays on
contemporary philosophers of science and some famous polemical writings
on political and educational issues.


Contents

Editors' introduction; Part I. Philosophy of Mathematics: 1. Infinite
regress and foundations of mathematics; 2. A renaissance of empiricism
in the recent philosophy of mathematics?; 3. Cauchy and the continuum:
the significance of non-standard analysis for the history and philosophy
of mathematics; 4. What does a mathematical proof prove?; 5. The method
of analysis-synthesis; Part II. Critical Papers: 6. The problem of
appraising scientific theories: three approaches; 7. Necessity, Kineale
and Popper; 8. Changes in the problem of inductive logic; 9. On
Popperian historiography; 10. Anomalies versus `crucial experiments';
11. Understanding Toulmin; Part III. Science and Education: 12. A letter
to the director of the London School of Economics; 13. The teaching of
the history of science; 14. The social responsibility of science;
References; Lakatos bibliography; Indexes.

Table des matières :

Editors' introduction
Part I. Philosophy of Mathematics: 1. Infinite regress and foundations of mathematics
2. A renaissance of empiricism in the recent philosophy of mathematics?
3. Cauchy and the continuum: the significance of non-standard analysis for the history and philosophy of mathematics
4. What does a mathematical proof prove?
5. The method of analysis-synthesis
Part II. Critical Papers: 6. The problem of appraising scientific theories: three approaches
7. Necessity, Kineale and Popper
8. Changes in the problem of inductive logic
9. On Popperian historiography
10. Anomalies versus 'crucial experiments'
11. Understanding Toulmin
Part III. Science and Education: 12. A letter to the director of the London School of Economics
13. The teaching of the history of science
14. The social responsibility of science
References
Lakatos bibliography
Indexes.

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