Siqueira, Rogério Monteiro da (Author)
In the present article I describe the structure of the volumes on geometry in the Encyclopedia of Mathematical Sciences designed by the German mathematician Felix Klein (1849--1925) and compare it to the one of the Jahrbuch über die Fortschritte der Mathematik. I will argue that some global features, like lack of opposition between synthetic and analytic geometry, were present in the very first volumes of Klein's encyclopedia, thus foreshadowing similar changes later made in the Jahrbuch. The regular participation of young mathematicians as coauthors allowed for the inclusion of innovative subjects in the Encyclopedia. In addition, changes were made in the structure of this work along its 30 years of continuous publication. Finally, I included some information as to the reception and obsolescence of Klein's publishing project.
...More
Chapter
Giulia Giannini;
(2009)
Poincaré, la nozione di gruppo e il Programma di Erlangen di F. Klein
(/isis/citation/CBB227666735/)
Article
Glas, Eduard;
(2000)
Model-based reasoning and mathematical discovery: The Case of Felix Klein
(/isis/citation/CBB000110929/)
Article
Le, François;
(2015)
“Geometrical equations”: Forgotten premises of Felix Klein's Erlanger Programm
(/isis/citation/CBB001552558/)
Article
Deng, Ming-li;
Zhang, Hong-mei;
(2008)
The Historical Origins of the Unification of Geometries by Means of Group Theory
(/isis/citation/CBB000760575/)
Book
de Saint-Gervais, Henri Paul;
Poincaré, Henri;
Klein, Christian Felix;
(2010)
Uniformisation des surfaces de Riemann retour sur un théorème centenaire
(/isis/citation/CBB001551391/)
Article
Rowe, David E.;
(1983)
A forgotten chapter in the history of Felix Klein's “Erlanger Programm”
(/isis/citation/CBB000012139/)
Book
Gray, Jeremy;
(1999)
The symbolic universe: Geometry and physics, 1890-1930
(/isis/citation/CBB000083033/)
Article
Kahle, Dietrich;
(1996)
Zur Rolle des Erlanger Programms in Geometrieunterricht
(/isis/citation/CBB000069795/)
Article
Nurzia, Laura;
(1979)
Relazioni tra le concezioni geometriche di Federigo Enriques e la matematica intuizionista tedesca
(/isis/citation/CBB000000080/)
Chapter
Rowe, David E.;
(1989)
The early geometrical works of Sophus Lie and Felix Klein
(/isis/citation/CBB000062250/)
Article
Hawkins, Thomas;
(1984)
The Erlanger Programm of Felix Klein: Reflections on its place in the history of mathematics
(/isis/citation/CBB000012547/)
Book
Alberto Cogliati;
(2020)
Ars inveniendi
(/isis/citation/CBB525882872/)
Book
Alberto Cogliati;
(2024)
La geometria non euclidea. Una breve storia dall’antichità a Poincaré
(/isis/citation/CBB276091257/)
Article
Ausejo Martínez, Elena;
Ausejo Lifante, Elena;
(2017)
Correspondencia de Zoel García de Galdeano con matemáticos alemanes: Georg Cantor
(/isis/citation/CBB631684117/)
Article
Dell'Aglio, Luca;
Emilia Florio;
(2021)
Vector Calculus and Teaching Geometry in Secondary School: the Case of the Italian Vector School
(/isis/citation/CBB859045521/)
Book
Sinclair, Nathalie;
(2008)
History of the Geometry Curriculum in the United States
(/isis/citation/CBB000830492/)
Article
Robin J. Wilson;
(2017)
The Gresham Professors of Geometry Part 2: The Next Three Hundred Years
(/isis/citation/CBB262422751/)
Article
Volkert, Klaus;
(2010)
Le tout est-il toujours plus grand que la partie?
(/isis/citation/CBB001033638/)
Article
Henning Heller;
(2022)
Felix Klein’s projective representations of the groups S6 and A7
(/isis/citation/CBB746243101/)
Article
Schlimm, Dirk;
(2013)
The Correspondence between Moritz Pasch and Felix Klein
(/isis/citation/CBB001211812/)
Be the first to comment!