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  1. Jakob Steiner (18 March 1796 – 1 April 1863) was a Swiss mathematician who worked primarily in geometry . Life. Steiner was born in the village of Utzenstorf, Canton of Bern. At 18, he became a pupil of Heinrich Pestalozzi and afterwards studied at Heidelberg. Then, he went to Berlin, earning a livelihood there, as in Heidelberg, by tutoring.

  2. 18 March 1796. Utzenstorf, Switzerland. Died. 1 April 1863. Bern, Switzerland. Summary. Jakob Steiner was one of the greatest contributors to projective geometry. View four larger pictures. Biography. Jakob Steiner's parents were Anna Barbara Weber (1757-1832) and Niklaus Steiner (1752-1826).

  3. Apr 9, 2024 · Jakob Steiner (born March 18, 1796, Utzenstorf, Switzerland—died April 1, 1863, Bern) was a Swiss mathematician who was one of the founders of modern synthetic and projective geometry. As the son of a small farmer, Steiner had no early schooling and did not learn to write until he was 14.

    • The Editors of Encyclopaedia Britannica
  4. May 29, 2018 · Learn about the life and work of Jakob Steiner, a Swiss mathematician who discovered the organic unity of geometry and taught with Pestalozzi's methods. Find out his achievements, publications, legacy, and controversies.

  5. Learn how the Swiss mathematician Jakob Steiner (1796–1863) used synthetic methods to solve the isoperimetric problem in 1842. See his ingenious construction and argument based on the duality of two statements and the properties of right triangles.

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  7. Jakob Steiner (1796–1863) was a Swiss mathematician who specialized in geometry. Considered one of the greatest pure geometers who ever lived, he introduced the concept of geometric forms, perfected the theory of duality in geometry, and contributed much to the development of modern projective geometry.

  8. Jakob Steiner. (1796–1863). One of the greatest geometers in history was the Swiss mathematician Jakob Steiner. He was one of the founders of projective geometry, a branch of mathematics dealing with the relationships between geometric figures and their projected images on a surface or line.

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