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The characterization of Γ-modules in terms of fuzzy soft Γ-submodules 被引量:1
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作者 ZHOU Min XIANG Da-jing ZHAN Jian-ming 《Applied Mathematics(A Journal of Chinese Universities)》 SCIE CSCD 2013年第2期217-239,共23页
In this paper,we focus on combining the theories of fuzzy soft sets with Γ-modules,and establishing a new framework for fuzzy soft Γ-submodules.The main contributions of the paper are 3-fold.First,we present the con... In this paper,we focus on combining the theories of fuzzy soft sets with Γ-modules,and establishing a new framework for fuzzy soft Γ-submodules.The main contributions of the paper are 3-fold.First,we present the concepts of(R,S)-bi-Γ-submodules,quasi-Γ-submodules and regular Γ-modules.Meanwhile,some illustrative examples are given to show the rationality of the definitions introduced in this paper.Second,several new kinds of generalized fuzzy soft Γ-submodules are proposed,and related properties and mutual relationships are also investigated.Third,we discover some intrinsic connections between the generalized fuzzy soft Γ-submodules presented in this paper and crisp Γ-submodules,and describe the relationships between regular Γ-modules and the generalized fuzzy soft Γ-submodules presented in this paper. 展开更多
关键词 Fuzzy soft set Γ-module (∈ γ γ q δ)(resp. (■ γ γ δ))-fuzzy soft left R-Γ-submodule(right R-Γ-submodules (R S)-bi-Γ-submodule quasi-Γ-submodule) regular Γ-module
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对合左Q-模范畴的性质
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作者 陈晓婷 赵彬 《陕西师范大学学报(自然科学版)》 CAS CSCD 北大核心 2012年第4期6-10,共5页
研究了对合左Q-模范畴的性质.讨论了此范畴的乘积和等子,并给出它们的具体结构;证明了单点集构成的对合左Q-模是此范畴的终对象,且当Q是无零因子对合Quantale时,对合左Q-模范畴有始对象,证明了此范畴不是连通范畴;给出了对合左Q-模范畴... 研究了对合左Q-模范畴的性质.讨论了此范畴的乘积和等子,并给出它们的具体结构;证明了单点集构成的对合左Q-模是此范畴的终对象,且当Q是无零因子对合Quantale时,对合左Q-模范畴有始对象,证明了此范畴不是连通范畴;给出了对合左Q-模范畴的极限结构,同时得到此范畴是完备范畴且有拉回. 展开更多
关键词 对合左q-模 乘积 极限
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