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Original Articles

On a Question of Glasby, Praeger, and Xia

Pages 4231-4246 | Received 11 Apr 2014, Published online: 06 Jul 2015

REFERENCES

  • Barry , M. J. J. ( 2011 ). Decomposing tensor products and exterior and symmetric squares . Journal of Group Theory 14 : 59 – 82 .
  • Barry , M. J. J. ( 2011 ). Generators for decompositions of tensor products of modules . Arch. Math. 97 ( 6 ): 503 – 512 .
  • Glasby , S. P. , Praeger , C. E. , Xia , B. Decomposing modular tensor products, and periodicity of ‘Jordan Partitions’ . Submitted .
  • Glasby , S. P. , Praeger , C. E. , Xia , B. Decomposing modular tensor products: ’Jordan Partitions’, their parts and p-parts, accepted for Israel J. Math.
  • Green , J. A. ( 1962 ). The modular representation algebra of a finite group . Illinois Journal of Mathematics 6 : 607 – 619 .
  • Hou , X.-D. ( 2003 ). Elementary divisors of tensor products and p-ranks of binomial matrices . Linear Algebra and Its Applications 374 : 255 – 274 .
  • Lindsey , J. H. II ( 1974 ). Groups with a T. I. cyclic subgroup . Journal of Algebra 30 : 181 – 235 .
  • Norman , C. W. ( 1995 ). On the Jordan form of the tensor product over fields of prime characteristic . Linear and Multilinear Algebra 38 : 351 – 371 .
  • Renaud , J.-C. ( 1979 ). The decomposition of products in the modular representation ring of a cyclic group of prime power order . Journal of Algebra 58 : 1 – 11 .
  • Srinivasan , B. ( 1964 ). The modular representation ring of a cyclic p-group . Proceedings of the London Mathematical Society (3) 14 : 677 – 688 .
  • Communicated by A. Turull.

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