영어에서 Blaschke 을 사용하는 예와 한국어로 번역
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While in Europe he visited Hecke and Blaschke in Hamburg.
Again Blaschke remained for about two years before moving to Tübingen.
Tragically some mathematicians were seduced by the Nazi ideas and mathematicians such as Blaschke attacked the journal.
However, Blaschke did not object to Bieberbach participating in the Congress.
He must alsohave been influenced by the internal arguments in the German Mathematical Society by Doetsch, Hamel, Blaschke and Bieberbach.
A letter which Blaschke sent to Bieberbach in 1921 ends with the sentence.
Although described as an international congress, only a few specially invited foreigners attended and Blaschke was one of a small number of Germans who were invited.
After Blaschke and Hamel had served as Chairman, Süss was appointed in 1937.
He did not get involved in themovement for national socialism, but he did have connections with Nazi party members[particularly Hasse, Blaschke and Süss].
We do not mean to suggest that Blaschke stopped his travels when he took up the post in Hamburg.
Blaschke was at this time in the rather difficult position of still being viewed with suspicion in Germany given his fight for internationalism.
As with his previous position, Blaschke held the post at Leipzig for two years before moving on.
Blaschke, who went along with the Nazi ideas, objected on the grounds that it looked like a political statement, and of course so it was meant to be.
Scriba writes: One of the leading geometers of his time, Blaschke centered most of his research on differential and integral geometry and kinematics.
After Blaschke appealed against his dismissial he was reinstated on 23 October 1946 and continued to hold his chair in Hamburg until he retired on 30 September 1953.
In 1934 Bieberbach made a bid to become chairman of the Society but his bid failed and Blaschke was elected Chairman of the German Mathematical Society in September 1934.
After working under Blaschke for only a little over a year Chern received his D.Sc. from Hamburg in 1936.
Although Weierstrass had supplied the missingproofs using the calculus of variations, this did not satisfy Blaschke who gave proofs in the style of Steiner in Kreis und Kugel.
His reason was that he had met Blaschke when he visited Peking in 1932 and found his mathematics attractive.
Blaschke became extraordinary professor of mathematics at the Deutsche Technische Hochschule in Prague in 1913, remaining there for two years before moving to Leipzig in 1915.
In addition to an honorary degree which he received from Padua,which we mentioned above, Blaschke also received honorary degrees from Sofia University, Greifswald University and Karlsruhe Technische Hochschule.
In June 1933 Blaschke organised a petition trying to persuade the government that forcing Reidemeister to retire at 40 years of age was detrimental to both the teaching of mathematics and mathematical research in Germany.
However Bieberbach managed to prevent changes to the statutes of the Society that Blaschke attempted to introduce and the Reich Ministry of Education intervened forcing both Bieberbach and Blaschke to resign.
Blaschke had made an attempt to prevent Bieberbach being named by the Reich minister as head of the German delegation, fearing that such an appointment would create trouble with both German and Italian mathematicians.
However Bieberbach, as secretary to the Society, managed to prevent changes to the statutes of the Society that Blaschke attempted to introduce and the Reich Ministry of Education intervened forcing both Bieberbach and Blaschke to resign.
While in Leipzig, Blaschke published Kreis und Kugel(1916) in which he investigated isoperimetric properties of convex figures.
World War II ended officially on 8 May 1945 after surrender of the German forces and on 3 September 1945 the allies dismissed Blaschke from his chair at Hamburg on the recommendation of several other mathematicians who criticised the way that Blaschke had influenced appointments.
The book was accepted by Blaschke for the Hamburg monograph series but the two authors ran into problems with a Latin epigraph which they wished to put at the beginning.
Two sharply opposing views were put to the German Mathematical Society, one championed by Bieberbach being that they should enforce Nazi policies on German mathematics and race,the other led by Blaschke arguing that the Society should remain international, open and develop its policies for the best mathematical and not political reasons.
The arguments were bitter and Blaschke won the day being himself elected Chairman of the German Mathematical Society in September 1934.