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Deutsche Mathematik : ウィキペディア英語版 | Deutsche Mathematik
''Deutsche Mathematik'' (German mathematics) was a mathematics journal founded by Ludwig Bieberbach and Theodor Vahlen in 1936. Vahlen was publisher on behalf of the German Research Foundation (DFG), Bieberbach was chief editor. Permanent editors were , Erich Schönhardt, Werner Weber(de) (all volumes), Ernst August Weiß (vol. 1-6), , Wilhelm Süß (1-5), Günther Schulz Berlin, (1-4), Georg Feigl, Gerhard Kowalewski (2-6), , Willi Rinow, (2-5), and Oswald Teichmüller (vol. 3-7). In Feb 1936, the journal was declared the official organ of the German Student Union (DSt) by its ''Reichsführer''; all local DSt mathematics departments were requested to subscribe and to actively contribute.〔Vol.1, issue 2, p.122-123, Communication of the DSt's ''Reichsfachabteilung'' mathematics by Fritz Kubach〕 ''Deutsche Mathematik'' is also the name of a movement closely associated with the journal whose aim was to promote "German mathematics" and eliminate "Jewish influence", similar to the Deutsche Physik movement. As well as articles on mathematics, the journal also published propaganda articles giving the Nazi viewpoint on the relation between mathematics and race (though these political articles mostly disappeared after the first two volumes). As a result of this many mathematics libraries outside Germany did not subscribe to it, so copies of the journal can be hard to find. This caused some problems in Teichmüller theory, as Oswald Teichmüller published several of his foundational papers in the journal. ==Quotation by Ludwig Bieberch==
"In the intellectual sphere the race shows in the manner of creation, the evaluation of the results, and I guess also in the standpoint considering foundational questions. … Formalism wants to build a realm of mathematical truths which is independent of man, whereas Intuitionism is based on the idea that mathematical thinking is a human endeavor and thus cannot be separated from man."〔''Stilarten mathematischen Schaffens'', i.e. Styles of mathematical creation/endeavour, De Gruyter, ISBN 978-3-11-202037-1, p. 357〕
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