Article ID: CBB001022015

Emmy Noether's First Great Mathematics and the Culmination of First-Phase Logicism, Formalism, and Intuitionism (2011)

unapi

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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Authors & Contributors
Mechthild Koreuber
McLarty, Colin
Wang, Chang
Olga Hoppe-Kondrikova
Toffalori, Carlo
Ciesielska, Danuta
Journals
Historia Mathematica
Perspectives on Science
Studia Historiae Scientiarum
Ziran Kexueshi Yanjiu (Studies in the History of Natural Sciences)
Theoria (0495-4548)
Science in Context
Publishers
Raffaello Cortina Editore
Springer Spektrum
UTET
Bibliopolis
American Mathematical Society
Concepts
Mathematics
Algebra
Formalization (philosophy)
Mathematicians
Fields and field theory
Philosophy of mathematics
People
Hilbert, David
Noether, Emmy
Weyl, Hermann
Dedekind, Richard
Nordheim, Lothar
Gauss, Carl Friedrich
Time Periods
20th century, early
19th century
20th century
Modern
Places
Germany
Göttingen (Germany)
Poland
Italy
France
Europe
Institutions
Göttingen Academy
Göttingen. Universität
Cracow. Uniwersytet Jagielloński
Universität Göttingen
University of Chicago
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