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  1. Klein was the most active promoter of Riemann’s geometric-physical approach to function theory, but he also integrated the analytical approaches of the Weierstrass school into his arsenal of methods.Klein was a citizen of the world who repeatedly travelled to France, Great Britain, Italy, the United States, and elsewhere.

  2. Ecured está de mantenimiento. Estimados usuarios: Queremos informarles que la plataforma Ecured entrará en un periodo de actualización debido a trabajos en algunos de sus servidores. Durante este intervalo, el acceso a la plataforma se verá interrumpido. Al concluir estos trabajos, Ecured retomará su funcionamiento normal. inconveniente ...

  3. Felix Christian Klein was born in Düsseldorf, on April 25th, 1849. Düsseldorf, seat of the provincial government of the Prussian Rhineland and a centre of industrialization in Prussia, was - contrary to other parts of the Rhineland - of dominantly Protestant religion.

  4. 3 de sept. de 2017 · Felix Klein fue un revolucionario en muchos aspectos, también en sus esfuerzos por incorporar a mujeres al mundo de la ciencia. Klein, junto con David Hilbert, tuvo que luchar contra las autoridades académicas de su época para conseguir incorporar al claustro de Gotinga a la matemática Emmy Noether, en 1915; y fue Klein el primero en ...

  5. Felix Klein’s reform of mathematical instruc-tion included all educational institutions from kindergarten onward. He became the first president of the International Commission on Mathematical Instruction in 1908 at the Fourth International Congress of Mathematicians in Rome. Keywords Felix Klein Biographical note.

  6. 12 de dic. de 2018 · Felix Klein was born on April 25, 1849 in Düsseldorf, which was then the seat of government for the Rhine Province of the Prussian kingdom. He was the second of four children born to Peter Caspar Klein (1809–1889), a senior civil servant and chief treasurer of the Rhine Province, and his wife Sophie Elise Klein (née Kayser; 1819–1890), who came from a family of fabric manufacturers.

  7. Felix Klein, A comparative review of recent researches in geometry, arXiv:0807.3161. You can read more about the Erlangen program in Klein's own words here: Felix Klein, Elementary Mathematics from an Advanced Standpoint: Geometry, part 3: Systematic discussion of geometry and its foundations, Dover, New York, 1939. Luckily Dover keeps its ...