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Original Articles

STRONGLY GRADED HEREDITARY ORDERS

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Pages 5535-5542 | Received 01 May 2000, Published online: 16 Aug 2006

REFERENCES

  • Haefner , J. and Janusz , G. 2000 . Hereditary Crossed Products . Trans. Amer. Math. Soc. , 352 ( 7 ) : 3381 – 3410 .
  • Passman , D. 1989 . Infinite Crossed Products , Pure and Applied Mathematics 135 468 New York : Academic Press .
  • Reiner , I. 1975 . Maximal Orders , London Mathematical Society Monographs 5 395 New York : Academic Press .
  • Haefner , J. 1995 . Graded Equivalence with Applications . J. Algebra , 172 : 385 – 424 .
  • Naˇstăsescu , C. and Van Oystaeyen , F. 1982 . Graded Ring Theory , North-Holland Mathematical Library 28 340 Amsterdam : North-Holland .
  • Curtis , C. and Reiner , I. 1987 . Methods of Representation Theory with Applications to Finite Groups and Orders , Pure and Applied Mathematics Vol. II , 951 New York : Wiley and Sons .
  • Haefner , J. 1997 . Reduction Techniques for Strongly Graded Rings of Finite Representation Type I: Bounded Functors and Graded Equivalence . J. Algebra , 194 : 567 – 593 .

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