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Détails du magazine
Format
Magazine
eISSN
1647-659X
Première publication
01 Mar 2016
Période de publication
3 fois par an
Langues
Anglais

Chercher

Volume 16 (2016): Edition 1 (October 2016)

Détails du magazine
Format
Magazine
eISSN
1647-659X
Première publication
01 Mar 2016
Période de publication
3 fois par an
Langues
Anglais

Chercher

7 Articles
Accès libre

‘Kingdom of Ends’ as Economic Model: Whether Transition is Possible?

Publié en ligne: 08 Nov 2016
Pages: 1 - 13

Résumé

Abstract

The article considers the connection between ethics, in particular Kant’s practical philosophy, and economics. The author examines historical reasons for Kant’s ethic not to have become part of the economic discourse and interprets modern business processes from Kant’s perspective. The article aims to demonstrate the possibilities of applying the philosophical instruments of Kant’s morals to concrete economic issues.

Mots clés

  • economic model
  • Kant
  • kingdom of ends
  • transaction costs
  • moral philosophy
Accès libre

A Física da Terminação

Publié en ligne: 08 Nov 2016
Pages: 14 - 60

Résumé

Accès libre

Presentation of the Dossier ‘On the Euclidian Geometry’

Publié en ligne: 08 Nov 2016
Pages: 61 - 64

Résumé

Accès libre

Nota Introdutória sobre a Vida, a Obra e o Comentário de Marino

Publié en ligne: 08 Nov 2016
Pages: 65 - 69

Résumé

Accès libre

Comentário ao livro Dados de Euclides feito pelo filósofo Marino

Publié en ligne: 08 Nov 2016
Pages: 70 - 98

Résumé

Accès libre

Leibniz crítico de Euclides. El método del Analysis Situs

Publié en ligne: 08 Nov 2016
Pages: 99 - 123

Résumé

Accès libre

The Epistemological Import of Euclidean Diagrams (in a non-Euclidean world)

Publié en ligne: 08 Nov 2016
Pages: 124 - 141

Résumé

Abstract

In this paper I concentrate on Euclidean diagrams, namely on those diagrams that are licensed by the rules of Euclid’s plane geometry. I shall overview some philosophical stances that have recently been proposed in philosophy of mathematics to account for the role of such diagrams in mathematics, and more particularly in Euclid’s Elements. Furthermore, I shall provide an original analysis of the epistemic role that Euclidean diagrams may (and, indeed) have in empirical sciences, more specifically in physics. I shall claim that, although the world we live in is not Euclidean, Euclidean diagrams permit to obtain knowledge of the world through a specific mechanism of inference I shall call inheritance.

7 Articles
Accès libre

‘Kingdom of Ends’ as Economic Model: Whether Transition is Possible?

Publié en ligne: 08 Nov 2016
Pages: 1 - 13

Résumé

Abstract

The article considers the connection between ethics, in particular Kant’s practical philosophy, and economics. The author examines historical reasons for Kant’s ethic not to have become part of the economic discourse and interprets modern business processes from Kant’s perspective. The article aims to demonstrate the possibilities of applying the philosophical instruments of Kant’s morals to concrete economic issues.

Mots clés

  • economic model
  • Kant
  • kingdom of ends
  • transaction costs
  • moral philosophy
Accès libre

A Física da Terminação

Publié en ligne: 08 Nov 2016
Pages: 14 - 60

Résumé

Accès libre

Presentation of the Dossier ‘On the Euclidian Geometry’

Publié en ligne: 08 Nov 2016
Pages: 61 - 64

Résumé

Accès libre

Nota Introdutória sobre a Vida, a Obra e o Comentário de Marino

Publié en ligne: 08 Nov 2016
Pages: 65 - 69

Résumé

Accès libre

Comentário ao livro Dados de Euclides feito pelo filósofo Marino

Publié en ligne: 08 Nov 2016
Pages: 70 - 98

Résumé

Accès libre

Leibniz crítico de Euclides. El método del Analysis Situs

Publié en ligne: 08 Nov 2016
Pages: 99 - 123

Résumé

Accès libre

The Epistemological Import of Euclidean Diagrams (in a non-Euclidean world)

Publié en ligne: 08 Nov 2016
Pages: 124 - 141

Résumé

Abstract

In this paper I concentrate on Euclidean diagrams, namely on those diagrams that are licensed by the rules of Euclid’s plane geometry. I shall overview some philosophical stances that have recently been proposed in philosophy of mathematics to account for the role of such diagrams in mathematics, and more particularly in Euclid’s Elements. Furthermore, I shall provide an original analysis of the epistemic role that Euclidean diagrams may (and, indeed) have in empirical sciences, more specifically in physics. I shall claim that, although the world we live in is not Euclidean, Euclidean diagrams permit to obtain knowledge of the world through a specific mechanism of inference I shall call inheritance.

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