Article ID: CBB000773212

Zermelo and the Heidelberg Congress 1904 (2007)

unapi

At the Third International Congress of Mathematicians Julius König gave a flawed refutation of Cantor's continuum hypothesis and the well-ordering theorem. A newly discovered postcard of Zermelo to Max Dehn supports the view that Zermelo quickly detected the gap in König's argument. This is in contrast to more recent views that attribute this role exclusively to Hausdorff.

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https://data.isiscb.org/isis/citation/CBB000773212/

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Authors & Contributors
Sørensen, Henrik Kragh
Peckhaus, Volker
Epple, Moritz
Ebbinghaus, Heinz-Dieter
Zitarelli, David E.
Zach, Richard
Journals
Historia Mathematica
British Journal for the History of Mathematics
Studies in History and Philosophy of Science Part B: Studies in History and Philosophy of Modern Physics
Philosophia Naturalis
Notices of the American Mathematical Society
Normat: Nordisk Matematisk Tidskrift
Publishers
Springer
Open Court
Birkhäuser
American Mathematical Society
Concepts
Mathematics
Congresses, conferences, and meetings
Set theory
Philosophy of mathematics
Science and politics
Mathematicians
People
Zermelo, Ernst
Hausdorff, Felix
Tarski, Alfred
Poincaré, Jules Henri
Hilbert, David
Cantor, Georg Ferdinand Ludwig
Time Periods
20th century, early
19th century
20th century
20th century, late
Places
Scandinavia; Nordic countries
Midwestern states (U.S.)
Boston (Massachusetts, U.S.)
United States
Europe
Canada
Institutions
Harvard University
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