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KARL THEODOR WILHELM. (1815-1897) La longue vie de Weierstrass fut entièrement consacrée à l' analyse mathématique et peu de savants exercèrent sur leur science une influence aussi profonde, durable et bienfaisante. D'abord professeur à l'Institut militaire prussien, Weierstrass passera en 1856 à l'université de Berlin, où il donnera ...
Karl Weierstrass. (Ostenfelde, actual Alemania, 1815 - Berlín, 1897) Matemático alemán. Hijo de un oficial a las órdenes de Napoleón, Karl Weierstrass era el mayor de cuatro hermanos. Su padre ingresó en el servicio de recaudación de impuestos en Prusia, lo que obligó a la familia a trasladarse constantemente. Karl Weierstrass.
28 de jun. de 2022 · Karl Weierstrass made significant contributions to the principles of analysis and developed the theory of complex functions. Appointed at the Friedrich-Wilhelms-Universität after a career as a school teacher, he represented 19th-century Berlin mathematics together with Ernst Eduard Kummer and Leopold Kronecker.
Karl Theodor Wilhelm Weierstrass nasceu a 31 de outubro de 1815 na Alemanha. Em 1829 Karl ingressou no Catholic Gymnasium e alcançou um nível de competência matemática muito além do que seria esperado. Weierstrass lia regularmente o Crelle Journal e ensinava matemática a um dos seus irmãos. O pai de Weierstrass desejava que ele estudasse ...
Wilhelm Weierstrass became a tax inspector when Karl was eight years old. This job involved him in only spending short periods in any one place so Karl frequently moved from school to school as the family moved around Prussia. In 1827 Karl's mother Theodora died and one year later his father Wilhelm remarried.
Karl Weierstraß. Karl Theodor Wilhelm Weierstraß (31 October 1815 - 19 February 1897) was a German mathematician. Most of his work is about using logic as a thorough foundation of analysis. He mainly used power series for this. He also provided foundations for the theory of elliptic functions, differential geometry and the calculus of variations.
Karl Weierstrass s’est fait conna^ tre, au d epart, pour ses r esultats sur les fonctions ab eliennes [Wei54], [Wei56] : l’universit e allemande ne pouvait passer a c^ot e d’un tel talent. Ce choix s’est av er e plus que juste. La fonction de Weierstrass function est rest ee dans l’histoire. Son impact se fait encore ressentir, 1
