Vanishing of (co) homology over deformations of Cohen-Macaulay local rings of minimal multiplicity
D Ghosh, TJ Puthenpurakal - Glasgow Mathematical Journal, 2019 - cambridge.org
Let R be a d-dimensional Cohen–Macaulay (CM) local ring of minimal multiplicity. Set S:=
R/(f), where f:= f1,..., fc is an R-regular sequence. Suppose M and N are maximal CM S …
R/(f), where f:= f1,..., fc is an R-regular sequence. Suppose M and N are maximal CM S …
VANISHING OF (CO) HOMOLOGY OVER DEFORMATIONS OF COHEN-MACAULAY LOCAL RINGS OF MINIMAL MULTIPLICITY
D GHOSH, TJ PUTHENPURAKAL - cambridge.org
VANISHING OF (CO)HOMOLOGY OVER DEFORMATIONS OF COHEN-MACAULAY LOCAL
RINGS OF MINIMAL MULTIPLICITY Page 1 doi:10.1017/S0017089518000459. VANISHING …
RINGS OF MINIMAL MULTIPLICITY Page 1 doi:10.1017/S0017089518000459. VANISHING …
Vanishing of (co) homology over deformations of Cohen-Macaulay local rings of minimal multiplicity
D Ghosh, TJ Puthenpurakal - arXiv e-prints, 2017 - ui.adsabs.harvard.edu
Let $ R $ be a $ d $-dimensional Cohen-Macaulay (CM) local ring of minimal multiplicity. Set
$ S:= R/({\bf f}) $, where ${\bf f}:= f_1,\ldots, f_c $ is an $ R $-regular sequence. Suppose $ M …
$ S:= R/({\bf f}) $, where ${\bf f}:= f_1,\ldots, f_c $ is an $ R $-regular sequence. Suppose $ M …
Vanishing of (co) homology over deformations of Cohen-Macaulay local rings of minimal multiplicity
D Ghosh, TJ Puthenpurakal - arXiv preprint arXiv:1705.09178, 2017 - arxiv.org
Let $ R $ be a $ d $-dimensional Cohen-Macaulay (CM) local ring of minimal multiplicity. Set
$ S:= R/({\bf f}) $, where ${\bf f}:= f_1,\ldots, f_c $ is an $ R $-regular sequence. Suppose $ M …
$ S:= R/({\bf f}) $, where ${\bf f}:= f_1,\ldots, f_c $ is an $ R $-regular sequence. Suppose $ M …
[PDF][PDF] VANISHING OF (CO) HOMOLOGY OVER DEFORMATIONS OF COHEN-MACAULAY LOCAL RINGS OF MINIMAL MULTIPLICITY
D GHOSH, TJ PUTHENPURAKAL - arXiv preprint arXiv …, 2017 - researchgate.net
Let R be a d-dimensional Cohen-Macaulay (CM) local ring of minimal multiplicity. Set S:=
R/(f), where f:= f1,..., fc is an R-regular sequence. Suppose M and N are maximal CM S …
R/(f), where f:= f1,..., fc is an R-regular sequence. Suppose M and N are maximal CM S …
VANISHING OF (CO) HOMOLOGY OVER DEFORMATIONS OF COHEN-MACAULAY LOCAL RINGS OF MINIMAL MULTIPLICITY
D GHOSH, TJ PUTHENPURAKAL - Glasgow Mathematical Journal, 2018 - cir.nii.ac.jp
抄録< jats: title> Abstract</jats: title>< jats: p> Let< jats: italic> R</jats: italic> be a< jats:
italic> d</jats: italic>-dimensional Cohen–Macaulay (CM) local ring of minimal multiplicity …
italic> d</jats: italic>-dimensional Cohen–Macaulay (CM) local ring of minimal multiplicity …
VANISHING OF (CO) HOMOLOGY OVER DEFORMATIONS OF COHEN-MACAULAY LOCAL RINGS OF MINIMAL MULTIPLICITY
D Ghosh, TJ Puthenpurakal - Glasgow Mathematical Journal, 2019 - search.proquest.com
Let R be a d-dimensional Cohen–Macaulay (CM) local ring of minimal multiplicity. Set S:=
R/(f), where f:= f 1,..., fc is an R-regular sequence. Suppose M and N are maximal CM S …
R/(f), where f:= f 1,..., fc is an R-regular sequence. Suppose M and N are maximal CM S …
VANISHING OF (CO) HOMOLOGY OVER DEFORMATIONS OF COHEN-MACAULAY LOCAL RINGS OF MINIMAL MULTIPLICITY.
D GHOSH… - Glasgow Mathematical …, 2019 - search.ebscohost.com
Let R be ad-dimensional Cohen–Macaulay (CM) local ring of minimal multiplicity. Set S:=
R/(ƒ), where ƒ:= ƒ< sub> 1,..., ƒ< sub> c is an R-regular sequence. Suppose M and N are …
R/(ƒ), where ƒ:= ƒ< sub> 1,..., ƒ< sub> c is an R-regular sequence. Suppose M and N are …