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Generators for decompositions of tensor products of modules associated with standard Jordan partitions.

Persistent URL
Author(s)
Barry, Michael J. J.
Date Issued
October 10, 2016
Abstract
If K is a field of finite characteristic p, G is a cyclic group of order q = p(alpha), U and W are indecomposable KG-modules with dim U = m and dim W = n, and lambda(m,n,p) is a standard Jordan partition of mn, we describe how to find a generator for each of the indecomposable components of the KG-module U circle times W.
Journal
Communications in Algebra
Department
Mathematics
Citation
Barry, M.J.J. (2016). Generators for decompositions of tensor products of modules associated with standard Jordan partitions. Communications in Algebra, 45(4): 1819-1824. doi:10.1080/00927872.2016.1226863
Publisher
Taylor & Francis
Version of Article
Original manuscript prior to peer review (preprint)
DOI
10.1080/00927872.2016.1226863
ISSN
0092-7872
e1532-4125
Rights
Preprint and postprint can be added to repository. Cannot use publisher's version.
Subjects

Matrix Transformation...

Elementary Divisors

Canonical Basis

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Barry_2016_CommAlgebra_Decompositionoftensorproducts.pdf

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