Hans Arnold Heilbronn FRS (8 October 1908 – 28 April 1975) was a mathematician. He was born into a German-Jewish family. He was a student at the universities...

Heilbronn (German pronunciation: [haɪlˈbʁɔn] ) is a city in northern Baden-Württemberg, Germany, surrounded by Heilbronn District. From the late Middle...

also made important contributions to complex analysis. G. H. Hardy and Hans Heilbronn wrote that "No one was ever more passionately devoted to mathematics...

the Heilbronn triangle problem is a problem of placing points in the plane, avoiding triangles of small area. It is named after Hans Heilbronn, who conjectured...

University of Bristol. It is named after the distinguished number theorist Hans Heilbronn who worked at Bristol University from 1934–1935 and 1946–1964. The Institute...

generalises this to general abelian groups. The Erdős–Heilbronn conjecture posed by Paul Erdős and Hans Heilbronn in 1964 states that | 2 ∧ A | ≥ min { p , 2 |...

of Groups and Individual Class Field Theory under the supervision of Hans Heilbronn. He was a lecturer at the University of Leicester and then at the Keele...

Turm der Türme in Heilbronn, Heilbronn 2005, p. 27 Hans Dieter Bechstein: Heilbronn – Die Kilianskirche: Mittelpunkt der Stadt, Heilbronn 1975, p. 47-50...

to: Heilbronn (district), surrounding the city of Heilbronn, Germany FC Heilbronn, a German football club based in Heilbronn, Germany Hans Heilbronn (1908–1975)...

− 12 , − 16 , − 28. {\displaystyle d=-4,-8,-12,-16,-28.} In 1934, Hans Heilbronn proved the Gauss conjecture. Equivalently, for any given class number...

In mathematics, a Heilbronn set is an infinite set S of natural numbers for which every real number can be arbitrarily closely approximated by a fraction...

1954), while Harold Davenport and Hans Heilbronn computed the asymptotic for all cubic fields (Davenport & Heilbronn 1971). Cohen 1993, §B.3 contains a...

Hans Seyffer, also known as Hans Seyfer or Hans of Heilbronn (c.1460–1509), was a stone sculptor and wood carver of the late Gothic style. Seyffer was...

András Hajnal Gábor Halász Haim Hanani Frank Harary Zdeněk Hedrlín Hans Heilbronn Pavol Hell Fritz Herzog Alan J. Hoffman Verner Emil Hoggatt Jr. Albert...

Siegel's theorem on integral points, from 1929 The 1934 theorem of Hans Heilbronn and Edward Linfoot on the class number 1 problem The 1935 result on...

The Heilbronn Synagogue was a Jewish congregation and synagogue, located in Heilbronn, in the state of Baden-Württemberg, Germany. The synagogue, located...

political sociologist with a focus on ethnonationalism, born in Germany Hans Heilbronn – mathematician born in Berlin Fritz Heichelheim – German Jewish historian...

work on the Hasse–Davenport relations for Gauss sums, and contact with Hans Heilbronn, with whom Davenport would later collaborate. In fact, as Davenport...

(1944–2017), computer scientist Israel Halperin CM (1911–2007), algebraist Hans Heilbronn (1908–1975), mathematician William Kahan (1933– ), computer scientist...

Kontrastansicht". Stadtarchiv Heilbronn (in German). Retrieved 4 July 2021. Hans Müller. "Ein vergessener Revolutionär aus Heilbronn: Carl Heinrich Pfänder (1819–1876)"...

Whitehead 1955–1957 Philip Hall 1957–1959 Harold Davenport 1959–1961 Hans Heilbronn 1961–1963 Mary Cartwright 1963–1965 Arthur Geoffrey Walker 1965–1967...

Lederfabrik Heilbronn was a company in the city of Heilbronn in Baden-Württemberg, Germany, which became a leading leather goods manufacturer. The company...

(1935–1989), computability theory Walter Hayman (1926–2020), complex analysis Hans Heilbronn (1908–1975), mathematician Harald Andrés Helfgott (born 1977), analytic...

mathematicians: Hans Heilbronn, Marshall Hall, Magnus Hestenes, Alan J. Hoffman, H. J. Ryser, Hans Schneider, Olga Taussky-Todd, John "Jack" Todd, and Hans Zassenhaus...

evacuation from the base. Died: Hans Heilbronn, 66, German-born Canadian mathematician and co-discoverer of the Deuring–Heilbronn phenomenon At 11:08 am ICT...

optics, but not before proving an important result in number theory with Hans Heilbronn, that there are at most ten imaginary quadratic number fields with class...

finds the greatest common divisor of two positive integers m and n. Hans Heilbronn proved that the average number of iterations of Euclid's algorithm,...

Das Käthchen von Heilbronn oder Die Feuerprobe (Katie of Heilbronn or The Trial by Fire) (1807–1808) is a "great historical knightly play" (German: ein...

Mathematical Intelligencer Hans Heilbronn (professor of mathematics, 1964–75) – mathematician who devised the Davenport-Heilbronn method Walter Warwick Sawyer...

The Jewish Community of Heilbronn has a long history. An important settlement of Jews in Heilbronn already existed in the 11th century and probably already...