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Communications in Algebra Volume 31, 2003 - Issue 12
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Original Articles

The Lasker-Noether Theorem for Unstable Modules over the Steenrod Algebra

Dagmar M. Meyer Mathematisches Institut der UniversitƤt, Gƶttingen, Federal Republic of Germany
&
Larry Smith Mathematisches Institut der UniversitƤt, Gƶttingen, Federal Republic of Germany; Mathematisches Institut der UniversitƤt, BunsenstraƟe 3/5, D 37073, Gƶttingen, Federal Republic of GermanyCorrespondence[email protected]
Pages 5841-5845 | Received 01 Jul 2002, Published online: 01 Feb 2007

References

  • Nagata , M. 1962 . Local Rings New York : John Wiley & Sons .
  • Neusel , M. D. 2001 . The Laskerā€“Noether theorem in the category š’°(R) . J. Pure Appl. Algebra , 163 : 221 ā€“ 233 .
  • Neusel , M. D. and Smith , L. 1998 . The Laskerā€”Noether theorem for š’«*-invariant ideals . Forum Mathematicum , 10 : 1 ā€“ 18 .
  • Neusel , M. D. and Smith , L. 2002 . Invariant Theory of Finite Groups , Surveys and Monographs 94 American Math. Society .
  • Smith , L. 1995 . Polynomial Invariants of Finite Groups Wellesley, MA : A.K. Peters, Ltd. . second printing 1997
  • Zariski , O. and Samuel , P. 1975 . Commutative Algebra , Graduate Texts in Math. 28, 29 Vol. I,II , Berlin, New York : Springer-Verlag .
  • aIrredundent means that N i  āŠˆ N t and that the ideals are pairwise distinct.
  • bThe rings we work with always have a unit which is denoted invariably by 1.

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