Gray, Jeremy (Editor)
Description Contents: Gray, Jeremy: Introduction. Lützen, Jesper: Geometrising configurations: Heinrich Hertz and his mathematical precursors. Miller, Arthur: Einstein, Poincaré, and the testability of geometry. Gray, Jeremy: Geometry: Formalisms and intuitions. Walter, Scott: The non-Euclidean style of Minkowskian relativity. Norton, John D.: Geometries in collision: Einstein, Klein, and Riemann. Corry, Leo: Hilbert and physics (1900-1915). Rowe, David: The Göttingen response to general relativity and Emmy Noether's theorems. Bottazzini, Umberto: Ricci and Levi-Civita: From differential invariants to general relativity. Scholz, Erhard; Weyl and the theory of connections.
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
McLarty, Colin;
(2007)
The Last Mathematician from Hilbert's Göttingen: Saunders Mac Lane as Philosopher of Mathematics
(/isis/citation/CBB000831434/)
Article
Rowe, David E.;
(2001)
Einstein Meets Hilbert: At the Crossroads of Physics and Mathematics
(/isis/citation/CBB000102532/)
Article
Nurzia, Laura;
(1979)
Relazioni tra le concezioni geometriche di Federigo Enriques e la matematica intuizionista tedesca
(/isis/citation/CBB000000080/)
Article
Corry, Leo;
(1998)
The influence of David Hilbert and Hermann Minkowski on Einstein's views over the interrelation between physics and mathematics
(/isis/citation/CBB000076975/)
Article
Vizgin, V. P.;
(1984)
Einstein, Hilbert, Weyl: Genesis des Programms der einheitlichen geometrischen Feldtheorien
(/isis/citation/CBB000017841/)
Book
Judith R. Goodstein;
(2018)
Einstein's Italian Mathematicians: Ricci, Levi-civita, and the Birth of General Relativity
(/isis/citation/CBB788145002/)
Article
Eckes, Christophe;
(2014)
Weyl et la géométrisation de la physique
(/isis/citation/CBB001451432/)
Article
Darrigol, Olivier;
(2015)
The Mystery of Riemann's Curvature
(/isis/citation/CBB001551387/)
Article
Hao, Liuxiang;
(2003)
Hermann Weyl's Generalization about Riemann Geometry
(/isis/citation/CBB000500506/)
Book
Scrimieri, Giorgio;
(1992)
Fondazione della geometria, da Bernhard Riemann a Hermann Weyl. Über die Hypothesen, welche der Geometrie zu Grunde liegen
(/isis/citation/CBB000035701/)
Article
Sommer, Klaus P.;
(2005)
In das Deutschland “von Hilbert und Einstein”. Briefe von Einstein, Planck, Nernst, Debye, Born, Sommerfeld, Courant, Ehrenfest, Weyl und Althoff an David Hilbert, gefunden auf einem Göttinger Dachboden
(/isis/citation/CBB000670823/)
Article
Iulian D. Toader;
(2021)
Why Did Weyl Think That Emmy Noether Made Algebra the Eldorado of Axiomatics?
(/isis/citation/CBB095893246/)
Article
Brading, Katherine;
(2002)
Which symmetry? Noether, Weyl, and Conservation of Electric Charge
(/isis/citation/CBB000201188/)
Chapter
Giulia Giannini;
(2009)
Poincaré, la nozione di gruppo e il Programma di Erlangen di F. Klein
(/isis/citation/CBB227666735/)
Book
Torretti, Roberto;
(1978)
Philosophy of geometry from Riemann to Poincaré
(/isis/citation/CBB000008239/)
Article
Cattani, Carlo;
Laserra, Ettore;
(1994)
The Italian controversy on the composition of rigid motions
(/isis/citation/CBB000045142/)
Chapter
Sigurdsson, Skuli;
(1994)
Unification, geometry and ambivalence: Hilbert, Weyl and the Göttingen community
(/isis/citation/CBB000047269/)
Article
Jahnke, Hans Niels;
(1990)
Hilbert, Weyl und die Philosophie der Mathematik
(/isis/citation/CBB000036234/)
Article
Rowe, David E.;
(1989)
Klein, Hilbert, and the Göttingen mathematical tradition
(/isis/citation/CBB000057992/)
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