Homological dimensions with respect to a semidualizing complex
J Totushek - 2015 - search.proquest.com
A fintitely generated R-module C is semidualizing if R= HomR (C, C) and [special charactes
omitted](C, C)= 0. In this dissertation we build off of Takahashi and White's P C-projective …
omitted](C, C)= 0. In this dissertation we build off of Takahashi and White's P C-projective …
[PDF][PDF] Graduate School
J Totushek - 2015 - core.ac.uk
HOMOLOGICAL DIMENSIONS WITH RESPECT TO A SEMIDUALIZING COMPLEX A
Dissertation Submitted to the Graduate Faculty of the North Dak Page 1 HOMOLOGICAL …
Dissertation Submitted to the Graduate Faculty of the North Dak Page 1 HOMOLOGICAL …
HOMOLOGICAL DIMENSIONS WITH RESPECT TO A SEMIDUALIZING COMPLEX
J TOTUSHEK - Journal of Commutative Algebra, 2016 - JSTOR
In this paper, we build off of Takahashi and White's 𝒫𝐶-projective dimension and ℐ𝐶-
injective dimension to define these dimensions for when 𝐶 is a semidaulizing complex. We …
injective dimension to define these dimensions for when 𝐶 is a semidaulizing complex. We …
[PDF][PDF] Homological Dimensions with Respect to a Semidualizing Complex
J Totushek - 2015 - library.ndsu.edu
HOMOLOGICAL DIMENSIONS WITH RESPECT TO A SEMIDUALIZING COMPLEX A
Dissertation Submitted to the Graduate Faculty of the North Dak Page 1 HOMOLOGICAL …
Dissertation Submitted to the Graduate Faculty of the North Dak Page 1 HOMOLOGICAL …
Homological dimensions with respect to a semidualizing complex
J Totushek - 2016 - projecteuclid.org
In this paper, we build off of Takahashi and White's \catpc-projective dimension and \catic-
injective dimension to define these dimensions for when C is a semidaulizing complex. We …
injective dimension to define these dimensions for when C is a semidaulizing complex. We …
Homological Dimensions with Respect to a Semidualizing Complex
J Totushek - arXiv e-prints, 2014 - ui.adsabs.harvard.edu
In this paper we build off of Takahashi and White's $\mathcal {P} _C $-projective dimension
and $\mathcal {I} _C $-injective dimension to define these dimensions for when $ C $ is a …
and $\mathcal {I} _C $-injective dimension to define these dimensions for when $ C $ is a …
[PDF][PDF] HOMOLOGICAL DIMENSIONS WITH RESPECT TO A SEMIDUALIZING COMPLEX
J TOTUSHEK - mcs-web.uwsuper.edu
In this paper, we build off of Takahashi and White's PC-projective dimension and IC-injective
dimension to define these dimensions for when C is a semidaulizing complex. We develop …
dimension to define these dimensions for when C is a semidaulizing complex. We develop …
[PDF][PDF] HOMOLOGICAL DIMENSIONS WITH RESPECT TO A SEMIDUALIZING COMPLEX
J TOTUSHEK - 137.81.132.19
In this paper, we build off of Takahashi and White's PC-projective dimension and IC-injective
dimension to define these dimensions for when C is a semidaulizing complex. We develop …
dimension to define these dimensions for when C is a semidaulizing complex. We develop …
[PDF][PDF] HOMOLOGICAL DIMENSIONS WITH RESPECT TO A SEMIDUALIZING COMPLEX
J TOTUSHEK - arXiv preprint arXiv:1411.6563, 2014 - Citeseer
In this paper we build off of Takahashi and White's PC-projective dimension and IC-injective
dimension to define these dimensions for when C is a semidaulizing complex. We develop …
dimension to define these dimensions for when C is a semidaulizing complex. We develop …
Homological Dimensions with Respect to a Semidualizing Complex
J Totushek - arXiv preprint arXiv:1411.6563, 2014 - arxiv.org
In this paper we build off of Takahashi and White's $\mathcal {P} _C $-projective dimension
and $\mathcal {I} _C $-injective dimension to define these dimensions for when $ C $ is a …
and $\mathcal {I} _C $-injective dimension to define these dimensions for when $ C $ is a …