Emmy Noether's many articles around the time that Felix Klein and David Hilbert were arranging her invitation to Göttingen include a short but brilliant note on invariants of finite groups highlighting her creativity and perspicacity in algebra. Contrary to the idea that Noether abandoned Paul Gordan's style of mathematics for Hilbert's, this note shows her combining them in a way she continued throughout her mature abstract algebra.
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Mechthild Koreuber;
(2015)
Emmy Noether, die Noether-Schule und die moderne Algebra - | Mechthild Koreuber | Springer
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Mechthild Koreuber;
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Zur Einführung einer begrifflichen Perspektive in die Mathematik: Dedekind, Noether, van der Waerden
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Gray, Jeremy;
Parshall, Karen Hunger;
(2007)
Episodes in the History of Modern Algebra (1800--1950)
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Gabriele Lolli;
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McLarty, Colin;
(2005)
Poor Taste as a Bright Character Trait: Emmy Noether and the Independent Social Democratic Party
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Li, Di;
(2005)
Transmission of the mathematical theories of German mathematicians in China during the first half of the 20th century
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McLarty, Colin;
(2007)
The Last Mathematician from Hilbert's Göttingen: Saunders Mac Lane as Philosopher of Mathematics
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Lizhen Ji;
Chang Wang;
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Poincaré’s works leading to the Poincaré conjecture
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Norbert Schappacher;
Cordula Tollmien;
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Emmy Noether, Hermann Weyl, and the Göttingen Academy: A marginal note
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Tobies, Renate;
(2003)
Briefe Emmy Noethers an P. S. Alexandroff
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Danuta Ciesielska;
(2020)
Stypendyści Akademii Umiejętności w Krakowie i Uniwersytetu Jagiellońskiego na Uniwersytecie Georga-Augusta w Getyndze w latach 1891–1914. Matematyka
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Carlo Toffalori;
(2019)
Vite parallele: Hilbert e Pirandello
(/isis/citation/CBB215988577/)
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Hilbert, David;
Ewald, William;
Sieg, Wilfried;
Hallett, Michael;
Majer, Ulrich;
Schlimm, Dirk;
(2013)
David Hilbert's Lectures on the Foundations of Arithmetic and Logic, 1917--1933
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David E. Rowe;
(2015)
Historical Events in the Background of Hilbert’s Seventh Paris Problem
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Article
Sieg, Wilfried;
(2014)
The Ways of Hilbert's Axiomatics: Structural and Formal
(/isis/citation/CBB001213914/)
Book
Corry, Leo;
(2004)
David Hilbert and the Axiomatization of Physics (1898-1918): From Grundlagen der Geometrie to Grundlagen der Physik
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Cerroni, Cinzia;
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The Contributions of Hilbert and Dehn to Non-Archimedean Geometries and Their Impact on the Italian School
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Karela, Catherine;
(2010)
Hilbert on Different Notions of Completeness: A Conceptual and Historical Analysis
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Rédei, Miklós;
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Hilbert's 6th Problem and Axiomatic Quantum Field Theory
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Cassou-Noguès, Pierre;
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Signs, Figures and Time: Cavaillès on “Intuition” in Mathematics
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