Mathematician:Emil Artin

Austrian-American mathematician mainly working in abstract algebra and topology.

Nationality
Austrian-American

History

 * Born: 3 March 1898, Vienna, Austria
 * Died: 20 Dec 1962, Hamburg, Germany

Theorems and Definitions

 * Artin Reciprocity Law
 * Artin-Wedderburn Theorem (with Joseph Wedderburn)
 * Artin-Zorn Theorem (with Max August Zorn)
 * Artinian Ring
 * Artinian Module
 * Artin's Conjecture on Primitive Roots
 * Artin Conjecture on L-Functions
 * Artin-Schreier Theorem (with Otto Schreier)
 * Artin-Schreier Theory (with Otto Schreier)
 * Artin-Schreier Polynomial (with Otto Schreier)
 * Artin-Schreier Extension (with Otto Schreier)
 * Artin Group
 * Ankeny-Artin-Chowla Congruence (with Nesmith Cornett Ankeny and Sarvadaman Chowla)
 * Artin Billiard
 * Artin-Hasse Exponential (with Helmut Hasse)
 * Artin-Rees Lemma (also known as Artin-Rees Theorem) (with David Rees)
 * Local Artin Symbol
 * Artin's Theorem on Alternative Algebras

Books, Publications, etc.

 * 1923: Über eine neue Art von L-Reihen
 * 1924: Ein Mechanisches System mit Quasi-Ergodischen Bahnen
 * 1927: Beweis des Allgemeinen Reziprozitätsgesetzes
 * 1927: Über die Zerlegung definiter Funcktionen in Quadrate
 * 1930: Idealklassen in Oberkörpern und allgemeines Reziprozitätsgesetzes
 * 1942: Galois Theory
 * 1947: The theory of braids
 * 1948: Rings with Minimum Condition (with C.J. Nesbitt and R.M. Thrall)
 * 1953: The class-number of real quadratic number fields (with Nesmith Cornett Ankeny and Sarvadaman Chowla)
 * 1957: Geometric Algebra
 * 1961: Class field theory (with John Torrence Tate)