Local cohomology modules with infinite dimensional socles
T Marley, J Vassilev - Proceedings of the American Mathematical Society, 2004 - ams.org
In this paper we prove the following generalization of a result of Hartshorne: Let $ T $ be a
commutative Noetherian local ring of dimension at least two, $ R= T [x_1,\dots, x_n] $, and …
commutative Noetherian local ring of dimension at least two, $ R= T [x_1,\dots, x_n] $, and …
[PDF][PDF] LOCAL COHOMOLOGY MODULES WITH INFINITE DIMENSIONAL SOCLES
T MARLEY, JC VASSILEV - arXiv preprint math/0209196, 2002 - Citeseer
In this paper we prove the following generalization of a result of Hartshorne: Let T be a
commutative Noetherian local ring of dimension at least two, R= T [x1,..., xn], and I=(x1 …
commutative Noetherian local ring of dimension at least two, R= T [x1,..., xn], and I=(x1 …
Local Cohomology Modules with Infinite Dimensional Socles
T Marley, JC Vassilev - Proceedings of the American Mathematical Society, 2004 - JSTOR
In this paper we prove the following generalization of a result of Hartshorne: Let T be a
commutative Noetherian local ring of dimension at least two, R= T [x1,..., xn], and I=[x1 …
commutative Noetherian local ring of dimension at least two, R= T [x1,..., xn], and I=[x1 …
Local cohomology modules with infinite dimensional socles
T Marley, JC Vassilev - arXiv Mathematics e-prints, 2002 - ui.adsabs.harvard.edu
Let T be a commutative Noetherian local ring of dimension at least two and R= T [x_1,..., x_n]
a polynomial ring in n variables over T. Consider R as a graded ring with deg T= 0 and deg …
a polynomial ring in n variables over T. Consider R as a graded ring with deg T= 0 and deg …
Local cohomology modules with infinite dimensional socles
T Marley, JC Vassilev - arXiv preprint math/0209196, 2002 - arxiv.org
Let T be a commutative Noetherian local ring of dimension at least two and R= T [x_1,..., x_n]
a polynomial ring in n variables over T. Consider R as a graded ring with deg T= 0 and deg …
a polynomial ring in n variables over T. Consider R as a graded ring with deg T= 0 and deg …
[PDF][PDF] LOCAL COHOMOLOGY MODULES WITH INFINITE DIMENSIONAL SOCLES
T MARLEY, JC VASSILEV - 2004 - math.unl.edu
In this paper we prove the following generalization of a result of Hartshorne: Let T be a
commutative Noetherian local ring of dimension at least two, R= T [x1,..., xn], and I=(x1 …
commutative Noetherian local ring of dimension at least two, R= T [x1,..., xn], and I=(x1 …
[PDF][PDF] LOCAL COHOMOLOGY MODULES WITH INFINITE DIMENSIONAL SOCLES
T MARLEY, JC VASSILEV - AMERICAN MATHEMATICAL SOCIETY - math.unm.edu
In this paper we prove the following generalization of a result of Hartshorne: Let T be a
commutative Noetherian local ring of dimension at least two, R= T [x1,..., xn], and I=(x1 …
commutative Noetherian local ring of dimension at least two, R= T [x1,..., xn], and I=(x1 …
[引用][C] Local cohomology modules with infinite dimensional socles
T MARLEY, JC VASSILEV - Proceedings of the American …, 2004 - pascal-francis.inist.fr
Local cohomology modules with infinite dimensional socles CNRS Inist Pascal-Francis CNRS
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Pascal and Francis Bibliographic Databases Simple search Advanced search Search by …
[PDF][PDF] LOCAL COHOMOLOGY MODULES WITH INFINITE DIMENSIONAL SOCLES
T MARLEY, JC VASSILEV - 2004 - math.unl.edu
In this paper we prove the following generalization of a result of Hartshorne: Let T be a
commutative Noetherian local ring of dimension at least two, R= T [x1,..., xn], and I=(x1 …
commutative Noetherian local ring of dimension at least two, R= T [x1,..., xn], and I=(x1 …
[引用][C] Local cohomology modules with infinite dimensional socles
T Marley, JC Vassilev - Proceedings of the American …, 2004 - dialnet.unirioja.es