Carl Ludwig Siegel (31 December 1896 – 4 April 1981) was a German mathematician specialising in analytic number theory. He is known for, amongst other...

analytic number theory, the Siegel–Walfisz theorem was obtained by Arnold Walfisz as an application of a theorem by Carl Ludwig Siegel to primes in arithmetic...

complex variables. Siegel modular forms were first investigated by Carl Ludwig Siegel (1939) for the purpose of studying quadratic forms analytically. These...

In mathematics, the Brauer–Siegel theorem, named after Richard Brauer and Carl Ludwig Siegel, is an asymptotic result on the behaviour of algebraic number...

Joseph Liouville in 1844 and continuing with work of Axel Thue (1909), Carl Ludwig Siegel (1921), Freeman Dyson (1947), and Klaus Roth (1955). Roth's theorem...

theory, a Landau–Siegel zero or simply Siegel zero, also known as exceptional zero), named after Edmund Landau and Carl Ludwig Siegel, is a type of potential...

integers O of K, provided g > 0. The theorem was first proved in 1929 by Carl Ludwig Siegel and was the first major result on Diophantine equations that depended...

Carl Ludwig Siegel (1896–1981), German mathematician Corky Siegel (born 1943), American harmonica player in the Siegel–Schwall Band David Siegel (disambiguation)...

to E-functions is the Siegel–Shidlovsky theorem (also known as the Siegel and Shidlovsky theorem), named after Carl Ludwig Siegel and Andrei Borisovich...

box principle. Carl Ludwig Siegel published his lemma in 1929. It is a pure existence theorem for a system of linear equations. Siegel's lemma has been...

other than the one at x = 0. The hypothesis was proved by Carl Ludwig Siegel in 1929. Siegel proved in 1929 that when ν is rational, all nonzero roots...

and three books. By using a theorem by Carl Ludwig Siegel providing an upper bound for the real zeros (see Siegel zero) of Dirichlet L-functions formed...

precisely, Siegel modular varieties are the moduli spaces of principally polarized abelian varieties of a fixed dimension. They are named after Carl Ludwig Siegel...

under Franz Rellich. After his thesis, he came under the influence of Carl Ludwig Siegel, with whom he coauthored the second and considerably expanded English...

In mathematics, the Siegel parabolic subgroup, named after Carl Ludwig Siegel, is the parabolic subgroup of the symplectic group with abelian radical...

Wolfgang Goethe University of Frankfurt am Main in 1927; his advisor was Carl Ludwig Siegel. He left Germany with the rise of Adolf Hitler and accepted an invitation...

many number theorists (including Louis Mordell, Harold Davenport and Carl Ludwig Siegel). In recent years, Lenstra, Brion, and Barvinok have developed combinatorial...

first recognized by Emil Artin in 1922, and was again pointed out by Carl Ludwig Siegel, and at the same time by Helmut Hasse, who lectured in Kiel in 1923...

received his doctorate in 1928. While in Germany, Weil befriended Carl Ludwig Siegel. Starting in 1930, he spent two academic years at Aligarh Muslim University...

Germany (in Berlin and Göttingen) where he worked with Edmund Landau, Carl Ludwig Siegel, and David Hilbert. In 1931 he started teaching as a Professor at...

(1798–1885), mathematician Herman Schwarz (1843–1921), mathematician Carl Ludwig Siegel (1896–1981), mathematician Roland Sprague (1894–1967), mathematician...

Seebach Paul Seidel Philipp Ludwig von Seidel Wladimir Seidel Herbert Seifert Reinhard Selten Bernd Siebert Carl Ludwig Siegel Max Simon Peter Slodowy Hans...

with the theory of modular forms, being influenced in particular by Carl Ludwig Siegel (according to Maaß in his inaugural address for admission to the Heidelberg...

working on a problem relating to the work of the German number theorist Carl Ludwig Siegel. In the course of proving the main result to the effect that every...

as the Gelfond–Schneider theorem. Later, he became an assistant to Carl Ludwig Siegel in Göttingen, where he stayed until 1953. Then, he became a professor...

Gustav Doetsch Hans Heilbronn Grete Hermann Dunham Jackson Erich Kamke Aubrey Kempner Alexander Ostrowski Carl Ludwig Siegel Arnold Walfisz Vojtěch Jarník...

irrational rotation of the complex unit disc. The Siegel disc is named in honor of Carl Ludwig Siegel. Siegel disc for a polynomial-like mapping Julia set...

works of mathematics. The seminar attracted prolific mathematicians Carl Ludwig Siegel and André Weil, and Weil considered Dehn's seminar to be his most...

r2 = 0; e.g. Q or a real quadratic field). In the totally real case, Carl Ludwig Siegel showed that ζK(s) is a non-zero rational number at negative odd integers...

arXiv:2004.08160, doi:10.3390/e22091019, PMC 7597112, PMID 33286788 Siegel, Carl Ludwig (1939), "Einführung in die Theorie der Modulfunktionen n-ten Grades"...