Syzygy Modules for Dihedral Groups
Evans, John
(2021)
Syzygy Modules for Dihedral Groups.
Communications in Algebra, 49 (6).
pp. 2606-2622.
ISSN 0092-7872
Let p be an odd prime and Λ=Z[D2p] the integral group ring of the dihedral group D2p of order 2p. The syzygies Ωr(Z) are the stable classes of the intermediate modules in a free Λ-resolution of the trivial module. We will discuss explicitly the interaction of the stable syzygies under − ⊗Z−.
Item Type | Article |
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Additional information | © 2021 The Author(s). Published with license by Taylor and Francis Group, LLC. This is an Open Access article distributed under the terms of the CC BY-NC-ND License (http://creativecommons.org/licenses/by-nc-nd/4.0/) |
Keywords | geometry and topology, algebra and number theory |
Date Deposited | 15 May 2025 15:09 |
Last Modified | 31 May 2025 00:37 |