Torretti, Roberto (Author)
Book
Gray, Jeremy;
(1999)
The symbolic universe: Geometry and physics, 1890-1930
Book
de Saint-Gervais, Henri Paul;
Poincaré, Henri;
Klein, Christian Felix;
(2010)
Uniformisation des surfaces de Riemann retour sur un théorème centenaire
Article
Boi, Luciano;
(1995)
Die neuen geometrischen Auffassungen von Riemann bis Poincaré
Thesis Gray, Jeremy J.; Differential equations and group theory from Riemann to Poincaré
Article
Maria de Paz;
José Ferreirós;
(2020)
From Gauss to Riemann Through Jacobi: Interactions Between the Epistemologies of Geometry and Mechanics?
Article
Cogliati, Alberto;
(2014)
Un réexamen du Commentatio Mathematica de Riemann
Article
Sinaceur, Mohammed Allal;
(1990)
Dedekind et le programme de Riemann
Article
Deng, Mingli;
Yan, Chenguang;
(2006)
The Rudiments of the Idea of Riemann for Geometry
Article
Wojcik, W.;
(2007)
Bernard Riemann's New Philosophy Project
Article
Giovanelli, Marco;
(2008)
Kant, Helmholtz, Riemann und der Ursprung der geometrischen Axiome
Thesis
Jenne Praeger O'Brien;
(2023)
Making the Manifold Bernhard Riemann’s Habilitation Lecture, Mathematics, and German Universities
Book
Alberto Cogliati;
(2024)
La geometria non euclidea. Una breve storia dall’antichità a Poincaré
Chapter
Gerhard Heinzmann;
(2016)
Kant et l'intuition épistémique
Article
Nabonnand, Philippe;
(2000)
La polémique entre Poincaré et Russell au sujet du statut des axiomes de la géométrie
Book
Charpentier, Éric;
Ghys, Étienne;
Lesne, Annick;
(2010)
The Scientific Legacy of Poincaré
Chapter
Giulia Giannini;
(2009)
Poincaré, la nozione di gruppo e il Programma di Erlangen di F. Klein
Article
Fortino, Mirella;
(1996)
Esperienza e ragione nel convenzionalismo geometrico di Henri Poincaré
Article
Zahar, E.G.;
(1997)
Poincaré's philosophy of geometry, or Does geometric conventionalism deserve its name?
Article
Heinzmann, Gerhard;
(2001)
The Foundations of Geometry and the Concept of Motion: Helmholtz and Poincaré
Article
O'Gorman, F. P.;
(1977)
Poincaré's conventionalism of applied geometry
Be the first to comment!