Käte Fenchel

Käte Fenchel née Kate Sperling (1905 - 1983) Jewish German mathematician, best known for her work on non-abelian groups.

Born in Berlin of a newspaper reporter and a bookkeeper, young Käte learned to read and write sooner than most children, and after skipping a few grades, was given scholarships to attend private school. She faced some gender discrimination in attempting to complete her studies in pure mathematics at the University of Berlin, and went into mathematics education as a fallback at first. As Adolf Hitler came to power, she lost her job and married Werner Fenchel, also a Jew. The newlyweds escaped to Denmark, where she helped other German Jews escape Nazi persecution. But when Denmark was occupied by the Nazis, they had to flee to Sweden. After the war, the Fenchels returned to Denmark, but Käte did not publish any papers until two in 1962, and another in 1978.

References

1 E. Høyrup “Käte Fenchel” in Women of Mathematics: A Bibliographic Sourcebook L. Grinstein, P. Cambpell, ed.s New York: Greenwood Press (1987): 30 - 32

单词	KateFenchel
释义	Käte Fenchel Käte Fenchel née Kate Sperling (1905 - 1983) Jewish German mathematician, best known for her work on non-abelian groups. Born in Berlin of a newspaper reporter and a bookkeeper, young Käte learned to read and write sooner than most children, and after skipping a few grades, was given scholarships to attend private school. She faced some gender discrimination in attempting to complete her studies in pure mathematics at the University of Berlin, and went into mathematics education as a fallback at first. As Adolf Hitler came to power, she lost her job and married Werner Fenchel, also a Jew. The newlyweds escaped to Denmark, where she helped other German Jews escape Nazi persecution. But when Denmark was occupied by the Nazis, they had to flee to Sweden. After the war, the Fenchels returned to Denmark, but Käte did not publish any papers until two in 1962, and another in 1978. References 1 E. Høyrup “Käte Fenchel” in Women of Mathematics: A Bibliographic Sourcebook L. Grinstein, P. Cambpell, ed.s New York: Greenwood Press (1987): 30 - 32
随便看	factorization criterion FactorizationOfPrimitivePolynomial factorization of primitive polynomial FactorizationOfTheDedekindZetaFunctionOfAnAbelianNumberField Factorization of the Dedekind zeta function of an abelian number field factorizations of n! for 1<n<50 FactorizationsOfNFor1N50 FactorizationTheoremForHinftyFunctions factorization theorem for H^∞ functions FactorsOfNAndXn1 factors of n and x^n-1 FactorsWithMinusSign factors with minus sign FactorSystem factor system FactorTheorem factor theorem FactsAboutRiemannStieltjesIntegral facts about Riemann–Stieltjes integral FailureFunctionTests failure function tests FailureOfHartogsTheoremInOneDimension failure of Hartogs’ theorem in one dimension FaithfulGroupAction faithful group action