Constantin Carathéodory (Greek: Κωνσταντίνος Καραθεοδωρή, romanized: Konstantinos Karatheodori; 13 September 1873 – 2 February 1950) was a Greek mathematician...

In mathematics, Carathéodory's theorem may refer to one of a number of results of Constantin Carathéodory: Carathéodory's theorem (conformal mapping)...

the maximum modulus principle. It is named for Émile Borel and Constantin Carathéodory. Let a function f {\displaystyle f} be analytic on a closed disc...

Carathéodory's theorem: the latter theorem can be used to prove the former theorems and vice versa. The result is named for Constantin Carathéodory,...

Carathéodory's criterion is a result in measure theory that was formulated by Greek mathematician Constantin Carathéodory that characterizes when a set...

In measure theory, Carathéodory's extension theorem (named after the mathematician Constantin Carathéodory) states that any pre-measure defined on a given...

In mathematics, Carathéodory's theorem is a theorem in complex analysis, named after Constantin Carathéodory, which extends the Riemann mapping theorem...

by Nasir al-Din al-Tusi. His great-nephew was the mathematician Constantin Carathéodory. Papadopoulos, Athanase (2018). "Naṣīr al-Dīn al-Ṭūsī's treatise...

introduced by Constantin Carathéodory to provide an abstract basis for the theory of measurable sets and countably additive measures. Carathéodory's work on...

motion of particles from their microscopic behavior. In 1909, Constantin Carathéodory presented a purely mathematical approach in an axiomatic formulation...

Kelvin (1851), and the statement in axiomatic thermodynamics by Constantin Carathéodory (1909). These statements cast the law in general physical terms...

Caratheodory (Greek: Κωνσταντίνος Καραθεοδωρή, romanized: Konstantinos Karatheodori, Turkish: Konstantin Karateodori, French: Constantin Carathéodory;...

offene zusammenhängende Punktmenge heißt ein Gebiet. — Constantin Carathéodory, (Carathéodory 1918, p. 222) According to Hans Hahn, the concept of a domain...

hyperbolic geometry. It is named after the Greek mathematician Constantin Carathéodory. Let (X, || ||) be a complex Banach space and let B be the open...

David Hilbert, whom he first met at university in Königsberg. Constantin Carathéodory was one of his students there. By 1908 Minkowski realized that...

In differential geometry, the Carathéodory conjecture is a mathematical conjecture attributed to Constantin Carathéodory by Hans Ludwig Hamburger in a...

organization of the institution was undertaken by the mathematician Constantin Carathéodory. However, the University of Smyrna, the first to be established...

Carathéodory's theorem shows existence of solutions (in a more general sense) for some discontinuous equations. The theorem is named after Constantin...

In mathematical analysis, a Carathéodory function (or Carathéodory integrand) is a multivariable function that allows us to solve the following problem...

Georg-August-Universität Göttingen; Constantin Carathéodory supervised his dissertation. In 1919, he became privatdozent under Constantin Carathéodory at University of Berlin...

functions, respectively. It is named after Giuseppe Vitali and Constantin Carathéodory. Let X be a locally compact Hausdorff space equipped with a Borel...

geometric function theory, New York: McGraw–Hill Book Co., MR 0357743 Constantin Carathéodory (1932) Conformal Representation, Cambridge Tracts in Mathematics...

system (or of different such systems). The concept was coined by Constantin Carathéodory in 1909 ("adiabatische Erreichbarkeit") and taken up 90 years later...

prevented Siegel's appointment as a successor to the chair of Constantin Carathéodory in Munich. In Frankfurt he took part with Dehn, Hellinger, Paul...

works of Émile Borel, Henri Lebesgue, Nikolai Luzin, Johann Radon, Constantin Carathéodory, and Maurice Fréchet, among others. Let X {\displaystyle X} be...

part. Such functions had already been characterized in 1907 by Constantin Carathéodory in terms of the positive definiteness of their Taylor coefficients...

This reinterpretation was systematically expounded in 1909 by Constantin Carathéodory, whose attention had been drawn to it by Max Born. Largely through...

of the finite element method and the direct stiffness method. Constantin Carathéodory made significant contributions to the theory of functions of a...

Henri Poincaré, who discussed it in 1890. A proof was presented by Constantin Carathéodory using measure theory in 1919. Any dynamical system defined by an...

Venizelos and entrusted to Professor German-Greek mathematician Constantin Carathéodory of Göttingen University, as head of the new university. In the...