Ascent of module structures, vanishing of Ext, and extended modules
A Frankild, S Sather-Wagstaff… - Michigan Mathematical …, 2008 - projecteuclid.org
Suppose (R, m) and (S, n) are commutative Noetherian local rings and ϕ: R→ S is a flat
local homomorphism with the property that the induced homomorphism R/m→ S/mS is …
local homomorphism with the property that the induced homomorphism R/m→ S/mS is …
Ascent of module structures, vanishing of Ext, and extended modules
AJ Frankild, S Sather-Wagstaff, R Wiegand - arXiv, 2007 - dml.mathdoc.fr
Let $(R,\m) $ and $(S,\n) $ be commutative Noetherian local rings, and let $\phi: R\to S $ be
a flat local homomorphism such that $\m S=\n $ and the induced map on residue fields …
a flat local homomorphism such that $\m S=\n $ and the induced map on residue fields …
Ascent of module structures, vanishing of Ext, and extended modules
AJ Frankild, S Sather-Wagstaff, R Wiegand - arXiv preprint arXiv …, 2007 - arxiv.org
Let $(R,\m) $ and $(S,\n) $ be commutative Noetherian local rings, and let $\phi: R\to S $ be
a flat local homomorphism such that $\m S=\n $ and the induced map on residue fields …
a flat local homomorphism such that $\m S=\n $ and the induced map on residue fields …
[引用][C] Ascent of module structures, vanishing of Ext, and extended modules
A Frankild, S Sather-Wagstaff… - Michigan mathematical …, 2008 - dialnet.unirioja.es
[PDF][PDF] Ascent of Module Structures, Vanishing of Ext, and Extended Modules
AJ FRANKILD, S SATHER-WAGSTAFF - ndsu.edu
Suppose (R, m) and (S, n) are commutative Noetherian local rings and ϕ: R→ S is a flat
local homomorphism with the property that the induced homomorphism R/m→ S/mS is …
local homomorphism with the property that the induced homomorphism R/m→ S/mS is …
[PDF][PDF] Ascent of Module Structures, Vanishing of Ext, and Extended Modules
AJ FRANKILD, S SATHER-WAGSTAFF - ssather.people.clemson.edu
Suppose (R, m) and (S, n) are commutative Noetherian local rings and ϕ: R→ S is a flat
local homomorphism with the property that the induced homomorphism R/m→ S/mS is …
local homomorphism with the property that the induced homomorphism R/m→ S/mS is …
[PDF][PDF] ASCENT OF MODULE STRUCTURES, VANISHING OF EXT, AND EXTENDED MODULES
AJ Frankild, S Sather-Wagstaff, R Wiegand - 2007 - math.unl.edu
Let (R, m) and (S, n) be commutative Noetherian local rings, and let ϕ: R→ S be a flat local
homomorphism such that mS= n and the induced map on residue fields R/m→ S/n is an …
homomorphism such that mS= n and the induced map on residue fields R/m→ S/n is an …
Ascent of module structures, vanishing of Ext, and extended modules
AJ Frankild, S Sather-Wagstaff, R Wiegand - arXiv e-prints, 2007 - ui.adsabs.harvard.edu
Abstract Let $(R,\m) $ and $(S,\n) $ be commutative Noetherian local rings, and let $\phi:
R\to S $ be a flat local homomorphism such that $\m S=\n $ and the induced map on residue …
R\to S $ be a flat local homomorphism such that $\m S=\n $ and the induced map on residue …
[引用][C] Ascent of module structures, vanishing of Ext, and extended modules
A Frankild, S Sather-Wagstaff, R Wiegand - Michigan Mathematical …, 2008 - cir.nii.ac.jp
Ascent of module structures, vanishing of Ext, and extended modules | CiNii Research CiNii
国立情報学研究所 学術情報ナビゲータ[サイニィ] 論文・データをさがす 大学図書館の本をさがす …
国立情報学研究所 学術情報ナビゲータ[サイニィ] 論文・データをさがす 大学図書館の本をさがす …
[PDF][PDF] ASCENT OF MODULE STRUCTURES, VANISHING OF EXT, AND EXTENDED MODULES
AJ Frankild, S Sather-Wagstaff… - arXiv preprint arXiv …, 2007 - academia.edu
Let (R, m) and (S, n) be commutative Noetherian local rings, and let ϕ: R→ S be a flat local
homomorphism such that mS= n and the induced map on residue fields R/m→ S/n is an …
homomorphism such that mS= n and the induced map on residue fields R/m→ S/n is an …