Wilhelm Johann Eugen Blaschke (13 September 1885 – 17 March 1962) was an Austrian mathematician working in the fields of differential and integral geometry...
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function is constant along the boundary of the disc. Blaschke products were introduced by Wilhelm Blaschke (1915). They are related to Hardy spaces. A sequence...
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fantasy and related non-fiction Wilhelm Blaschke (1885–1962), Austro-Hungarian differential and integral geometer Hanns Blaschke (1896–1971), Austrian NSDAP...
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{\displaystyle K} in the Hausdorff metric. The theorem is named for Wilhelm Blaschke. A succinct statement of the theorem is that the metric space of convex...
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Reuleaux triangle, it is also known as the Blaschke–Lebesgue inequality. It is named after Wilhelm Blaschke and Henri Lebesgue, who published it separately...
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also a mathematician, was Chern's colleague and roommate. In 1932, Wilhelm Blaschke from the University of Hamburg visited Tsinghua and was impressed by...
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Carolinum in Nysa and then Hamburg University where his advisor was Wilhelm Blaschke. He was appointed Professor in Königsberg in 1934, and subsequently...
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University of Hamburg, where he received his Ph.D. in 1936. His advisor was Wilhelm Blaschke. Because of the Spanish Civil War, he moved to Argentina as a professor...
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parallelotopes. Although Blaschke sums of polytopes are used implicitly in the work of Hermann Minkowski, Blaschke sums are named for Wilhelm Blaschke, who defined...
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of geometric probability theory. The early work of Luis Santaló and Wilhelm Blaschke was in this connection. It follows from the classic theorem of Crofton...
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and Emil Artin on algebra, as well as a seminar conducted by Artin, Wilhelm Blaschke, Otto Schreier, and van der Waerden himself on ideals as the main references...
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appear in Apollonius). Chasles's citation of Pappus was repeated by Wilhelm Blaschke and Dirk Struik. In Cambridge, England, John J. Milne gave readers...
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Erich Hecke. He became interested in differential geometry; he edited Wilhelm Blaschke's second volume on the topic, and both made an acclaimed contribution...
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includes the following scientists: Alfred Berger [de] Wilhelm Blaschke Hilda Geiringer Kurt Gödel Wilhelm Gross Eduard Helly Hans Hornich [de] Erwin Schrödinger...
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time as an assistant of Friedrich Bachmann, he worked in the group of Wilhelm Blaschke at the University of Hamburg, where he defended his Habilitation in...
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Weingarten map. This operator first appeared implicitly in the work of Wilhelm Blaschke and later explicitly in a treatise by Burali-Forti and Burgati. Since...
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pages 22, 24 & 106, Cambridge University Press ISBN 0-521-55177-3 Wilhelm Blaschke (1948) Analytische Geometrie, Kapital V: "Quadriken", Wolfenbutteler...
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mathematician (Artin's conjecture) Norbert Bischofberger, chemist Wilhelm Blaschke, mathematician Ludwig Boltzmann (1844-1906), physicist, born in Vienna...
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and Emil Artin on algebra, as well as a seminar conducted by Artin, Wilhelm Blaschke, Otto Schreier, and van der Waerden himself on ideals as the main references...
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Wiedersehen pair (redirect from Blaschke conjecture)
The concept was introduced by the Austro-Hungarian mathematician Wilhelm Blaschke and comes from the German term meaning "seeing again". As it turns...
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admiral and politician, 136th Prime Minister of Greece (d. 1957) 1885 – Wilhelm Blaschke, Austrian-German mathematician and academic (d. 1962) 1886 – Amelie...
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Mathematik und Physik 29, no. 1 (1918): 177–193. doi:10.1007/BF01700486 Wilhelm Blaschke: Nachruf auf Gross. Berichte über die Verhandlungen der Königlich Sächsischen...
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Olaf Blaschke (born 29 December 1963) is a German historian. His research has focused on the modern and contemporary periods. Several (though not all)...
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determined by collinearity (points lying on a single line). According to Wilhelm Blaschke it was August Möbius that first abstracted this essence of geometrical...
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Wilhelm von Bissing Walter Bitterlich Herbert Blankenhorn Hanns Blaschke Wilhelm Blaschke Anneliese Bläsing Johannes Blaskowitz Leopold Blauensteiner Kurt...
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by Aleksandr Kotelnikov, Eduard Study (Geometrie der Dynamen), and Wilhelm Blaschke. However, the point of view of Sophus Lie has recurred. In 1940, Julian...
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Mathematics at the University of Hamburg to work under the direction of Wilhelm Blaschke, writing a habilitation thesis entitled, "About the integrals of algebraic...
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Mahler volume (redirect from Blaschke–Santaló inequality)
ellipsoids. The three-dimensional case of this result was proven by Wilhelm Blaschke (1917); the full result was proven much later by Luis Santaló (1949)...
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of von Staudt's work in English for The Mathematical Gazette. When Wilhelm Blaschke published his textbook Projective Geometry in 1948, a portrait of the...
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said his name had been added without his knowledge). At one point, Wilhelm Blaschke, by then a Nazi Party member, but nonetheless solicitous of the Artins’...
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