Homological dimensions of crossed products
L Li - Glasgow Mathematical Journal, 2017 - cambridge.org
In this paper, we consider several homological dimensions of crossed products AασG,
where A is a left Noetherian ring and G is a finite group. We revisit the induction and …
where A is a left Noetherian ring and G is a finite group. We revisit the induction and …
[PDF][PDF] HOMOLOGICAL DIMENSIONS OF CROSSED PRODUCTS
L LI - archive.ymsc.tsinghua.edu.cn
In this paper, we consider several homological dimensions of crossed products A σ α G,
where A is a left Noetherian ring and G is a finite group. We revisit the induction and …
where A is a left Noetherian ring and G is a finite group. We revisit the induction and …
HOMOLOGICAL DIMENSIONS OF CROSSED PRODUCTS.
L LI - Glasgow Mathematical Journal, 2017 - search.ebscohost.com
In this paper, we consider several homological dimensions of crossed products AασG,
where A is a left Noetherian ring and G is a finite group. We revisit the induction and …
where A is a left Noetherian ring and G is a finite group. We revisit the induction and …
Homological dimensions of crossed products
L Li - arXiv e-prints, 2014 - ui.adsabs.harvard.edu
In this paper we consider several homological dimensions of crossed products $ A _
{\alpha}^{\sigma} G $, where $ A $ is a left Noetherian ring and $ G $ is a finite group. We …
{\alpha}^{\sigma} G $, where $ A $ is a left Noetherian ring and $ G $ is a finite group. We …
Homological dimensions of crossed products
L Li - arXiv preprint arXiv:1404.4402, 2014 - arxiv.org
In this paper we consider several homological dimensions of crossed products $ A _
{\alpha}^{\sigma} G $, where $ A $ is a left Noetherian ring and $ G $ is a finite group. We …
{\alpha}^{\sigma} G $, where $ A $ is a left Noetherian ring and $ G $ is a finite group. We …
[PDF][PDF] Homological dimensions of crossed products
L Li - 2014 - pdfs.semanticscholar.org
▶(Aljadeff) A skew group ring A# G with commutative A and finite group G has finite global
dimension if and only so does A and the trivial representation A is projective.▶(Li) If a finite …
dimension if and only so does A and the trivial representation A is projective.▶(Li) If a finite …
[PDF][PDF] HOMOLOGICAL DIMENSIONS OF CROSSED PRODUCTS
L LI - arXiv preprint arXiv:1404.4402, 2014 - Citeseer
In this paper we consider several homological dimensions of crossed products Aσ αG,
where A is a left Noetherian ring and G is a finite group. We revisit the induction and …
where A is a left Noetherian ring and G is a finite group. We revisit the induction and …
[PDF][PDF] HOMOLOGICAL DIMENSIONS OF CROSSED PRODUCTS
L LI - arXiv preprint arXiv:1404.4402, 2014 - researchgate.net
In this paper we consider several homological dimensions of crossed products Aσ αG,
where A is a left Noetherian ring and G is a finite group. We revisit the induction and …
where A is a left Noetherian ring and G is a finite group. We revisit the induction and …
HOMOLOGICAL DIMENSIONS OF CROSSED PRODUCTS
L LI - Glasgow Mathematical Journal, 2017 - search.proquest.com
In this paper, we consider several homological dimensions of crossed products A [...] G,
where A is a left Noetherian ring and G is a finite group. We revisit the induction and …
where A is a left Noetherian ring and G is a finite group. We revisit the induction and …
[PDF][PDF] HOMOLOGICAL DIMENSIONS OF CROSSED PRODUCTS
L LI - arXiv preprint arXiv:1404.4402, 2014 - researchgate.net
In this paper we consider several homological dimensions of crossed products Aσ αG,
where A is a left Noetherian ring and G is a finite group. We revisit the induction and …
where A is a left Noetherian ring and G is a finite group. We revisit the induction and …