Lazarus Immanuel Fuchs (5 May 1833 – 26 April 1902) was a Jewish-German mathematician who contributed important research in the field of linear differential...

In mathematics, the Picard–Fuchs equation, named after Émile Picard and Lazarus Fuchs, is a linear ordinary differential equation whose solutions describe...

Fuchs (German and Yiddish for 'fox') is a surname; it has as variants Fux, Fuks, and Fuchß. Notable people with the surname include: Alain Fuchs (1953–2024)...

In mathematics, Fuchs's theorem, named after Lazarus Fuchs, states that a second-order differential equation of the form y ″ + p ( x ) y ′ + q ( x ) y...

Poincaré (1882), who was motivated by the paper (Fuchs 1880), and therefore named them after Lazarus Fuchs. Let H = { z ∈ C | Im ⁡ z > 0 } {\displaystyle...

Riemann surface admits such a representation. The concept is named after Lazarus Fuchs. By the uniformization theorem, every Riemann surface is either elliptic...

forms. He named them Fuchsian functions, after the mathematician Lazarus Fuchs, because Fuchs was known for being a good teacher and had researched on differential...

University of Berlin in 1899 under the guidance of Hermann Schwarz and Lazarus Fuchs. His name is usually associated with projective geometry, where he is...

Göttingen Hebrew University of Jerusalem Doctoral advisor Georg Frobenius Lazarus Fuchs Doctoral students Binyamin Amirà Paul Bernays Harald Bohr Gustav Doetsch...

Kronecker, Karl Weierstrass 1889–1892: Leopold Kronecker 1892–1902: Lazarus Fuchs 1903–1928: Kurt Hensel 1929–1933: Kurt Hensel, Helmut Hasse, Ludwig...

career Fields Mathematics Institutions University of Zürich Doctoral advisor Lazarus Fuchs Hermann Schwarz Doctoral students Stefan Straszewicz [pl]...

students Nikolai Bugaev Georg Cantor Edmund Husserl Georg Frobenius Lazarus Fuchs Wilhelm Killing Johannes Knoblauch Leo Königsberger Ernst Kötter Sofia...

Heinrich Scherk Doctoral students Gotthold Eisenstein Georg Frobenius Lazarus Fuchs Wilhelm Killing Adolf Kneser Franz Mertens Hermann Schwarz Georg Cantor...

Jordan curve is a circle or line is called a Fuchsian group, named after Lazarus Fuchs by Henri Poincaré. Finitely generated quasi-Fuchsian groups are conjugate...

deformations were first studied by Richard Fuchs, with early pioneering contributions from Lazarus Fuchs, Paul Painlevé, René Garnier, and Ludwig Schlesinger...

– Fredrik von Otter, 8th Prime Minister of Sweden (d. 1910) May 5 – Lazarus Fuchs, German mathematician (d. 1902) May 7 – Johannes Brahms, German composer...

disc around a. This presents no difficulty for a an ordinary point (Lazarus Fuchs 1866). When a is a regular singular point, which by definition means...

simple poles. This property is rare in nonlinear equations. Poincaré and Lazarus Fuchs showed that any first order equation (that is, an ODE involving only...

physics. In 1901, he graduated summa cum laude under Frobenius and Lazarus Immanuel Fuchs with his dissertation On a class of matrices that can be assigned...

elliptic functions and differential equations. He worked closely with Lazarus Fuchs, a childhood friend. Vorlesungen über die Theorie der elliptischen Functionen...

ordered the publication of his collected works edited by Kronecker and Lazarus Fuchs. Number theory was Dirichlet's main research interest, a field in which...

Guido Fubini (1879–1943), mathematical analysis László Fuchs (born 1924), group theory Lazarus Fuchs (1833–1902), linear differential equations Paul Funk...

Ecclesiastical Province of Posen [de] between 1829 and 1853 Immanuel Lazarus Fuchs (1833–1902), Prussian mathematician Paul von Hindenburg (1847–1934)...

of Karl Weierstrass, Lazarus Fuchs, and Leopold Kronecker in Berlin. Bukreev undertook research on Fuchsian functions under Fuchs' guidance, which he completed...

1822) April 19 – Hans von Pechmann, German chemist (b. 1850) April 26 – Lazarus Fuchs, German mathematician (b. 1833) April 28 – Sol Smith Russell, American...

Language and Literature as secondary subjects. That same year, with Lazarus Fuchs as thesis advisor, he earned his doctorate with the dissertation Lineare...

studying mathematics at the University of Berlin under Leopold Kronecker, Lazarus Fuchs, and Wilhelm Dilthey. As he advanced in his studies, Lie groups became...

Penman Howard Penman and J. L. Monteith Picard–Fuchs equation Calculus Charles Émile Picard and Lazarus Fuchs Poisson's equation Poisson–de Rham equation...

Relationen höheren als ersten Grades bestehen.) His thesis advisors were Lazarus Immanuel Fuchs and Leopold Kronecker. In 1889 he became an associate professor...

differential equations, so called Fuchsian equations. It is named after Lazarus Immanuel Fuchs. A linear differential equation in which every singular point, including...