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  1. Emil Artin was one of the leading algebraists of the 20th century. He worked in algebraic number theory, contributing largely to class field theory and a new construction of L-functions. He also contributed to the pure theories of rings, groups and fields. Artin developed the theory of braids as a branch of algebraic topology.

  2. math.mit.edu › ~hrm › palestineMIT Mathematics

    MIT Mathematics

  3. 2 Emil Artin, his life and his work. by Hans Zassenhaus; reprinted from the Notre Dame Journal of Formal Logic, vol. 5, 1964 . Emil Artin died from a heartfailure on December 20, 1962. The mathematical community has lost one of its most distinguished members. Artin was born on March 3, 1898 as son of an art dealer in Vienna.

  4. Emil Artin est le père du mathématicien américain Michael Artin. Le prix Emil-Artin est décerné depuis 2001, en référence à ses origines arméniennes. Bibliographie partielle (en) Emil Artin, Galois Theory, Dover, 1998 (ISBN 978-0-486-15825-9) (réimpression de la seconde édition de 1944, University of Notre Dame Press) [lire en ligne]

  5. Galois Theory is in traditional mathematical format. The major elements of the book are definitions, lemmas, theorems, and proofs. The book introduces the major topics of Galois Theory. They are fields, extension fields, splitting fields, unique decomposition of polynomials into irreducible factors, solvable groups, permutation groups, and ...

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  6. Collected Papers. Emil Artin. Springer New York, 1982 - Mathematics - 560 pages. Emil Artin was one of the leading algebraists of the 20th century. He worked in algebraic number theory, contributing largely to class field theory and a new construction of L-functions. He also contributed to the pure theories of rings, groups and fields.

  7. EMIL ARTIN BY RICHARD BRAUER Emil Artin died of a heart attack on December 20, 1962 at the age of 64. His unexpected death came as a tremendous shock to all who knew him. There had not been any danger signals. It was hard to realize that a person of such strong vitality was gone, that such