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Charles Ehresmann
Charles Ehresmann Et Commentées
The Works of Charles Ehresmann on Connections: from Cartan
Cartan Connections to Connections on fibre Bundles, and Some Modern Applications
Women Mathematicians in France in the Mid-Twentieth Century Introduction
International Congress of Mathematicians
On the Existence of Global Bisections of Lie Groupoids
New Trends in Teichmüller Theory and Mapping Class Groups
Publier Sous L'occupation I. Autour Du Cas De Jacques Feldbau Et De L
Arxiv:2004.09254V1 [Math.HO] 20 Apr 2020 Srpoue Ntels Frfrne Eo.I Sa Expand an Is It Below
Charles Ehresmann's Concepts in Differential
Mathématiques À Strasbourg-Clermont-Ferrand (1939-44) Vivre, Travailler, Résister
A History of Manifolds and Fibre Spaces1: Tortoises and Hares John
Differential Geometry, Strasbourg, 1953 Michèle Audin
Bourbaki and Algebraic Topology by John Mccleary It Is Now More Than
The Works of Charles Ehresmann on Connections: from Cartan Connections to Connections on Fibre Bundles Charles-Michel Marle
The Noether Theorems a Century Later
Charles Ehresmann Oevres Compl`Eteset Comment´Ees”,Ed
In Ehresmann's Footsteps: from Group Geometries to Groupoid Geometries
Top View
Category Theory and Related Fields: History and Prospects
Notices of the American Mathematical Society ISSN 0002-9920 ABCD Springer.Com
A Glimpse of the De Rham Era
Full Text (PDF Format)
On the History of the Hopf Problem Arxiv:1708.01068V1 [Math.HO] 3
Mathematics, Ideas and the Physical Real
Shiing-Shen Chern: a Great Geometer of 20Th Century
THE GENESIS of MATHEMATICAL STRUCTURES, AS EXEMPLIFIED in the WORK of CHARLES EHRESMANN by Saunders MAC LANE
Infinitesimal Structures and Lie Pseudogroups
Geometric Structures and Representations of Discrete Groups
Nicolas Bourbaki and the Concept of Mathematical Structure Author(S): Leo Corry Reviewed Work(S): Source: Synthese, Vol
FROM FIBRE BUNDLES to CATEGORIES by Andrée CHARLES EHRESMANN