Wolfgang Krull — Wolfgang Krull, Göttingen 1920 Wolfgang Krull (* 26. August 1899 in Baden Baden; † 12. April 1971 in Bonn) war ein deutscher Mathematiker. Sein Schwerpunkt war die kommutative Algebra. Krull war der Sohn eines Zahnarztes in Baden Baden und … Deutsch Wikipedia
Wolfgang Krull — (26 August 1899 12 April 1971) was a German mathematician, working in the field of commutative algebra. He was born in Baden Baden, Germany and died in Bonn, Germany. See also * Krull dimension * Krull topology * Krull s intersection theorem *… … Wikipedia
Wolfgang Krull — Pour les articles homonymes, voir Krull. Wolfgang Krull, Göttingen 1920 Wolfgang Krull (26 août 1899 … Wikipédia en Français
Krull — bezeichnet einen Film aus dem Jahr 1983, siehe Krull (Film) ein Land in Terry Pratchetts Scheibenwelt Krull ist der Familienname folgender Personen: Arthur Krull (1898–1964), deutscher Politiker (KPD) Christian Friedrich Krull (1748–1787),… … Deutsch Wikipedia
KRULL (W.) — KRULL WOLFGANG (1899 1970) Mathématicien allemand né à Baden Baden et mort à Bonn. Wolfgang Krull a formé, avec E. Artin et E. Noether, l’école allemande qui, à partir de 1920, a rénové l’algèbre en mettant systématiquement à la base de cette… … Encyclopédie Universelle
Krull dimension — In commutative algebra, the Krull dimension of a ring R, named after Wolfgang Krull (1899–1971), is the supremum of the number of strict inclusions in a chain of prime ideals. The Krull dimension need not be finite even for a Noetherian ring. A… … Wikipedia
Krull — The term Krull can refer to:* Felix Krull, the title character in Thomas Mann s book The Confessions of Felix Krull, Confidence Man: The Early Years * Krull , a 1983 heroic fantasy film ** Krull (video game), the arcade, Atari and pinball… … Wikipedia
Krull's theorem — In mathematics, more specifically in ring theory, Krull s theorem, named after Wolfgang Krull, proves the existence of maximal ideals in any unital commutative ring. The theorem was first stated in 1929 and is equivalent to the axiom of choice.… … Wikipedia
Krull ring — A Krull ring is a particular type of commutative ring studied in commutative algebra and related branches of mathematics and named after the German mathematician Wolfgang Krull.Formal definitionLet A be an integral domain and let P be the set of… … Wikipedia
Krull-Schmidt theorem — In mathematics, the Krull Schmidt theorem states that a group G, subjected to certain finiteness conditions of chains of subgroups, can be uniquely written as a finite direct product of indecomposable subgroups.DefinitionsWe say that a group G… … Wikipedia
Wolfgang Krull, Göttingen 1920
