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Adolf Hurwitz (German: [ˈaːdɔlf ˈhʊʁvɪts]; 26 March 1859 – 18 November 1919) was a German mathematician who worked on algebra, analysis, geometry and number theory.
Adolf Hurwitz (1859 - 1919) - Biography - MacTutor History of Mathematics. Quick Info. Born. 26 March 1859. Hildesheim, Lower Saxony, Germany. Died. 18 November 1919. Zürich, Switzerland. Summary. Hurwitz studied the genus of the Riemann surface and worked on how class number relations could be derived from modular equations.
- ProFessor of Higher MathEmAtIcs at ETH Zurich
- Berlin and GöttinGen
- Frobenius' SucCessor
Adolf Hurwitz was born on 26 March 1859 in Hildesheim, where he attended the municipal Realgymnasium. His teacher Hermann Schubert spotted and encouraged his talent for mathematics. In 1877 Hurwitz followed Schubert's advice and embarked on a degree in mathematics at the Königlich Bayerische Technische Hochschule in Mu...
After Munich, Hurwitz spent three semesters at Humboldt University in Berlin. When Klein accepted a position at the University of Leipzig, Hurwitz followed him in 1880 and completed a doctorate on the basics of an independent theory of elliptic modular functions and the theory of first-level multiplier equations und...
In 1884 he received an associate professorship in Königsberg, where he met Hermann Minkowski and David Hilbert, who were doing doctorates there. In 1892 he was appointed as Ferdinand Georg Frobenius' successor at ETH Zurich, where he worked for twenty-seven years until his death. The majority of Hurwitz's lectures were initi...
HURWITZ devoted particular attention to the subject of continued fractions. He proved a generalization of a theorem of DIRICHLET on the quality of the approximation of irrational numbers by rational numbers. It follows that for. The HURWITZ approximation theorem is one of the most remarkable theorems of number theory.
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Hurwitz, Adolf (b Hildesheim, Germany, 26 March 1859; d Zurich, Switzerland, 18 November 1919) mathematics. Hurwitz, the son of a manufacturer, attended the Gymnasium in Hildsheim. His mathematics teacher, H. C. H. Schubert, was known as the inventor of a dazzling calculus for enumerative geometry.
Feb 19, 2014 · Adolf Hurwitz’s contribution (Hurwitz 1888) on complex continued fractions was submitted on November 29, 1887, to the journal Acta Mathematica and published there in March 1888. It seems that this paper is the first to study complex continued fractions in a systematic way.
Dec 31, 2016 · It was young Adolf Hurwitz who invented already in 1881 a simple but important generalization, the nowadays so-called Hurwitz zeta-function, given by. $$\displaystyle { \zeta (s,\alpha ):=\sum _ {m\geq 0} (m+\alpha )^ {-s}, }$$. where α is a real parameter satisfying 0 < α ≤ 1.
