Wolfgang Krull
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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 — Wolfgang Krull, Göttingen 1920 Wolfgang Krull (26 de agosto de 1899 12 de abril de 1971) fue un matemático alemán, que trabajó en el campo del álgebra conmutativa. Nació en Baden Baden, Alemania y murió en … Wikipedia Español
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
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
Pour les articles homonymes, voir Krull.
Wolfgang Krull, Göttingen 1920
