Abelian Group Theory - Proceedings of the Conference held at the University of Hawaii, Honolulu, USA, December 28, 1982 - January 4, 1983

A conference on Abelian Group Theory was held at the Manoa Campus of the University of Hawaii from December 28, 1982 to January 4, 1983. It was probably the best attended conference on Abelian Group Theory to date with 55 participants from allover the world and the busiest one with 49 talks. A special feature were general interest lectures by Hyman Bass, Columbia University, on "Non-linear Algebra", and by Claus Michael Ringel, Uni versiUit Bielefeld, on "Representations of Algebras". The Conference offered surveys by Laszlo Fuchs, Tulane University, on "Torsion Modules over Valuation Rings", Fred Richman, New Mexico State University, on "Mixed Groups", Paul Eklof, University of California at Irvine, on "Set Theory and Structure Theorems", Rudiger Gobel, Un:i:versitat Essen on "Endomorphism Rings", and Lee Lady, University of Hawaii, on "Torsion Free Groups of Finite Rank". The research reports attested to lively activity in the traditional and in new areas of inquiry within and around Abelian Group Theory. The best represented groups were those of finite rank without torsion, a field employing increasingly sophisticated tools from ring theory and algebraic number theory. The use of set theoretic methods continues to flourish after the pioneering work of Saharon Shelah in the 1970s, and is delivering impressive results. This volume contains the papers of the participants df the C- ferencean6 a number of additional articles of others who could not or did not corne.

Product details

• Assisted by: R. Göbel (Editor), Rüdiger Göbel (Editor), Lady (Editor), L Lady (Editor), L. Lady (Editor), Lee Lady (Editor), A Mader (Editor), A. Mader (Editor), Adolf Mader (Editor)
• Publisher: Springer, Berlin
• Languages: English
• Product format: Paperback / Softback
• Released: 26.06.2009
• EAN: 9783540123354
• ISBN: 978-3-540-12335-4
• No. of pages: 774
• Weight: 1206 g
• Illustrations: XVI, 774 p.
• Series: Lecture Notes in Mathematics; Lecture Notes in Mathematics
• Subjects: Humanities, art, music > Humanities (general); Natural sciences, medicine, IT, technology > Natural sciences (general); Social sciences, law, business > Social sciences (general)