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Azumaya Algebras, Actions, and Modules
About this Title
Darrell Haile and James Osterburg, Editors
Publication: Contemporary Mathematics
Publication Year:
1992; Volume 124
ISBNs: 978-0-8218-5132-6 (print); 978-0-8218-7712-8 (online)
DOI: https://doi.org/10.1090/conm/124
MathSciNet review: 1144021
Table of Contents
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Front/Back Matter
Articles
- Michael Artin – Geometry of quantum planes [MR 1144023]
- Goro Azumaya – Locally pure-projective modules [MR 1144024]
- Margaret Beattie – On the Blattner-Montgomery duality theorem for Hopf algebras [MR 1144025]
- William Chin – Actions of solvable algebraic groups on noncommutative rings [MR 1144026]
- F. R. DeMeyer and T. J. Ford – Nontrivial, locally trivial Azumaya algebras [MR 1144027]
- Kent R. Fuller – The Cartan determinant and global dimension of Artinian rings [MR 1144028]
- Jeremy Haefner and Lee Klingler – Integral representations of finite groups with finite representation type [MR 1144029]
- T. Y. Lam and A. Leroy – Homomorphisms between Ore extensions [MR 1144030]
- Charles Lanski – Differential identities of prime rings, Kharchenko’s theorem, and applications [MR 1144031]
- S. Montgomery – Hopf Galois extensions [MR 1144032]
- Ian M. Musson – Enveloping algebras of Lie superalgebras: a survey [MR 1144033]
- Barbara L. Osofsky – Constructing nonstandard uniserial modules over valuation domains [MR 1144034]
- James Osterburg and D. S. Passman – What makes a skew group ring prime? [MR 1144035]
- Louis H. Rowen – Wedderburn’s method and algebraic elements of simple Artinian rings [MR 1144036]
- David J. Saltman – Finite-dimensional division algebras [MR 1144037]
- Richard G. Swan – Gubeladze’s proof of Anderson’s conjecture [MR 1144038]
- George Szeto and Yuen-Fat Wong – On Azumaya projective group rings [MR 1144039]
- Samuel M. Vovsi – Some ring themes in the theory of varieties of group representations [MR 1144040]
- Adrian R. Wadsworth – Valuations on tensor products of symbol algebras [MR 1144041]
- Roger Wiegand – Torsion-free modules over regular domains of dimension two [MR 1144042]