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  1. Carl Ludwig Siegel (31 de diciembre de 1896 - 4 de abril de 1981) fue un matemático especializado en la teoría de números. Biografía. Siegel nació en Berlín, donde se matriculó en 1915 en la Universidad Humboldt como estudiante de matemáticas, astronomía y física.

  2. Carl Ludwig Siegel (31 December 1896 – 4 April 1981) was a German mathematician specialising in analytic number theory. He is known for, amongst other things, his contributions to the Thue–Siegel–Roth theorem in Diophantine approximation, Siegel's method, Siegel's lemma and the Siegel mass formula for quadratic forms.

  3. Carl Ludwig Siegel. Quick Info. Born. 31 December 1896. Berlin, Germany. Died. 4 April 1981. Göttingen, Germany. Summary. Carl Siegel was a German mathematician who worked in algebraic number theory and also on celestial mechanics. View three larger pictures. Biography. Carl Siegel's father worked for the post office.

  4. matemático alemán / De Wikipedia, la enciclopedia encyclopedia. Carl Ludwig Siegel (31 de diciembre de 1896 - 4 de abril de 1981) fue un matemático especializado en la teoría de números. Datos rápidos Información personal, Nacimiento ... Cerrar. Oops something went wrong: Carl Ludwig Siegel fue un matemático especializado en la teoría de números.

  5. 15 de abr. de 1981 · Prof. Carl Ludwig Siegel, one of this century's leading mathematicians, died April 5 in Gottingen, West Germany, at the age of 84. He made fundamental discoveries in the theory of numbers,...

  6. Carl Ludwig Siegel. Past Faculty. School of Mathematics. From the University of St. Andrews: [Carl] Siegel is especially famed for his work on the theory of numbers where he held an eminent role. Schneider, who was a student of Siegel's, gave three lectures on Siegel's contributions to number theory to the German Mathematical Union in 1982.

  7. 6 de nov. de 2012 · When he asked Weil, the answer (without hesitation) was "Carl Ludwig Siegel (1896-1981)." As the title of Krantz's book suggests, the anecdote may be apocryphal. However, there are other better grounded accounts of great mathematicians expressing the highest admiration for Siegel: