Oblivious transfer based on NTRUEncrypt

B Mi, D Huang, S Wan, L Mi, J Cao - IEEE Access, 2018 - ieeexplore.ieee.org
Oblivious transfer (OT) is the most fundamental process in cryptosystems and serves as the
basic building block for implementing protocols, such as the secure multi-party computation …

A new method to construct model structures from a cotorsion pair

W Chen, Z Liu, X Yang - Communications in Algebra, 2019 - Taylor & Francis
Let (X, Y) be a complete and hereditary cotorsion pair in an abelian category A. We show
that if Y is closed under kernels of epimorphisms, then (G (X)∩ Y, X∩ Y) is a strong left …

Stability of strongly Gorenstein flat modules

Z Wang, Z Liu - Vietnam Journal of Mathematics, 2014 - Springer
Abstract A left R-module M is called two-degree strongly Gorenstein flat if there exists an
exact sequence⋯⟶ D 1⟶ D 0⟶ D− 1⟶ D− 2⟶⋯ of strongly Gorenstein flat left R-modules …

离子液体阳离子的结构对纤维素溶解性能的影响

吕本莲, 王键吉, 王慧勇, 李志勇 - 河南师范大学学报: 自然科学版, 2013 - cqvip.com
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On the stability question of Gorenstein categories

D Bennis, JR García Rozas, L Oyonarte - Applied Categorical Structures, 2017 - Springer
In this paper we are interested in studying the stability question of subcategories of an
abelian category 𝒜 A constituted of all objects that admit (proper) coproper resolutions …

(𝒲,𝒴,𝒳)-Gorenstein complexes

R Zhao, N Ding - Communications in Algebra, 2017 - Taylor & Francis
ABSTRACT Let 𝒲, 𝒴, 𝒳 be three classes of left R-modules. In this paper, we introduce and
study (𝒲, 𝒴, 𝒳)-Gorenstein complexes as a common generalization of completely 𝒲-resolved …

New model structures and projective (injective) cotorsion pairs

A Xu - Journal of Algebra and Its Applications, 2023 - World Scientific
Let 𝒟 be either the category of R-modules or the category of chain complexes of R-modules
and ℳ a cofibrantly generated hereditary abelian model structure on 𝒟. First, we get a new …

复形的Y-Gorensetin 内射维数

杨晓燕, 薄珊珊, 尹成玺 - 兰州理工大学学报, 2014 - cqvip.com
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(B, C, C′)-Gorenstein 范畴的稳定性

薄珊珊 - 河南师范大学学报: 自然科学版, 2013 - cqvip.com
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[PDF][PDF] On Gorenstein weak injective modules

T ZHAO, Y XU - arXiv preprint arXiv:1405.0648, 2014 - Citeseer
In this paper, we introduce the notion of Gorenstein weak injective modules in terms of weak
injective modules and characterize rings over which all modules are Gorenstein weak …