Johann Jakob Rebstein
Johann Jakob Rebstein, c. 1900
Born(1840-05-04)4 May 1840
Töss, Switzerland
Died14 March 1907(1907-03-14) (aged 66)
Zürich, Switzerland
NationalitySwiss
Occupationmathematician

Johann Jakob Rebstein (1840–1907) was a Swiss mathematician and surveyor.

Early life

Rebstein was born on 4 May 1840 in Töss, Switzerland, to his father, a baker and his mother, a doctor.[1]: 131 

Education and career

Rebstein attended post-secondary school in Winterthur, and after graduating in 1860, went on to study for a year at Collège de France.[1]: 131  He was professor of mathematics and physics in Zürich from 1877 to 1898.[2] He was awarded his doctorate in 1895 from the Humboldt University of Berlin for his work Bestimmung aller reellen Minimalflächen, die eine Schaar ebener Curven enthalten, denen auf der Gauss'schen Kugel die Meridiane entsprechen.[lower-alpha 1][2][3] He is best known for his work in surveying, and for introducing the traverse method in Switzerland. Throughout his career, Rebstein was appointed as surveying expert for a number of cantons, including Thurgau (1863–1881), St. Gallen (1881–1894), Zürich (1886–1892), and Luzern (1894–1907).[2]: 131 

In 1868 he was elected to the Swiss Concordat of Geometers, and served as its president from 1887 until his death in 1907.[1]: 132 

In 1905 he was awarded an honorary doctorate from the University of Zürich, for "outstanding contributions to actuarial sciences".[2]

Rebstein was a member of the organizing committee for the first meeting of the International Congress of Mathematicians.[1]: 79 

Death

Rebstein suffered from kidney disease for the last several years of his life, and died in 1907 in Zürich.[1]: 133 

Publications

Rebstein's publications included:[1]: 132 

  • Lehrbuch über praktische Geometrie mit besonderer Berücksichtigung der Theodolitmessung (1868)
  • Die Kartographie der Schweiz, dargestellt in ihrer historischen Entwicklung (1883)
  • Mitteilungen über die Stadtvermessung von Zürich1 (1892)

See also

Notes

  1. ↑ English: Determining All Real Minimal Surfaces That Contain a Family of Planar Curves, Which Correspond to the Meridians on the Gaussian Sphere[2]

References

  1. 1 2 3 4 5 6 Eminger, Stefanie Ursula. "Carl Friedrich Geiser and Ferdinand Rudio : the men behind the first International Congress of Mathematicians". St Andrews Research Repository. hdl:10023/6536. Retrieved 31 May 2017.
  2. 1 2 3 4 5 "Johann Jakob Rebstein". MacTutor History of Mathematics archive. Retrieved 31 May 2017.
  3. ↑ "Jacob Rebstein". Mathematics Genealogy Project. Retrieved 31 May 2017.
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