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111.
完全分配格上的全有界一致结构与邻近结构 总被引:11,自引:0,他引:11
本文的目的是在具有逆序对合对应的完全分配格上研究点式(拟)一致结构与(拟)邻近中构的联系,证明了在全有界点式一致结构与邻近结构间存在一个一一对应关系。 相似文献
112.
113.
《Quaestiones Mathematicae》2013,36(2):291-302
AbstractIn this paper, we investigate the relation between a structural matrix algebra and the lattice properties of its lattice of invariant subspaces, and reprove known results in a fresh and an explanatory way. Moreover, we also prove the theorem which is partially converse of Proposition 2.6 of [15]. 相似文献
114.
We present a new axiomatization of logic for dependencies in data with grades, which includes ordinal data and data over domains with similarity relations, and an efficient reasoning method that is based on the axiomatization. The logic has its ordinary-style completeness characterizing the ordinary, bivalent entailment as well as the graded-style completeness characterizing the general, possibly intermediate degrees of entailment. A core of the method is a new inference rule, called the rule of simplification, from which we derive convenient equivalences that allow us to simplify sets of dependencies while retaining semantic closure. The method makes it possible to compute a closure of a given collection of attributes with respect to a collection of dependencies, decide whether a given dependency is entailed by a given collection of dependencies, and more generally, compute the degree to which the dependency is entailed by a collection of dependencies. We also present an experimental evaluation of the presented method. 相似文献
115.
《International Journal of Approximate Reasoning》2014,55(8):1643-1658
The theory of fuzzy implication algebras was proposed by Professor Wangming Wu in 1990. The present paper reviews the following two aspects of studies on FI-algebras: concepts, properties and some subclasses of FI-algebras; axiomatization of the class of FI-algebras and some of its important subclasses. The main results are summarized in the current paper, the relationships between FI-algebras and several classes of important fuzzy algebras are discussed, such as BL-algebras, MTL-algebras, and residuated lattices, and propositional calculus systems of several special classes of FI-algebras are shown. 相似文献
116.
Marino Gran Florence Sterck Joost Vercruysse 《Journal of Pure and Applied Algebra》2019,223(10):4171-4190
We prove that the category of cocommutative Hopf algebras over a field is a semi-abelian category. This result extends a previous special case of it, based on the Milnor–Moore theorem, where the field was assumed to have zero characteristic. Takeuchi's theorem asserting that the category of commutative and cocommutative Hopf algebras over a field is abelian immediately follows from this new observation. We also prove that the category of cocommutative Hopf algebras over a field is action representable. We make some new observations concerning the categorical commutator of normal Hopf subalgebras, and this leads to the proof that two definitions of crossed modules of cocommutative Hopf algebras are equivalent in this context. 相似文献
117.
本文研究了L-fuzzy子域与L-fuzzy线性空间的性质.借助于Fuzzy集A的水平截集A(a),得到了若干新的等价刻画.且直接和方便于应用. 相似文献
118.
格的内蕴拓扑与完全分配律 总被引:2,自引:0,他引:2
本文以Scott拓扑,Zariski拓扑,区间拓朴等刻划了完全分配律;获得了格的特殊元的存在性与区间拓扑连通性等之间的众多制约关系,给出了若干应用实例和重要反例. 相似文献
119.
The present paper introduces and studies the variety WH of weakly Heyting algebras. It corresponds to the strict implication fragment of the normal modal logic K which is also known as the subintuitionistic local consequence of the class of all Kripke models. The tools developed in the paper can be applied to the study of the subvarieties of WH; among them are the varieties determined by the strict implication fragments of normal modal logics as well as varieties that do not arise in this way as the variety of Basic algebras or the variety of Heyting algebras. Apart from WH itself the paper studies the subvarieties of WH that naturally correspond to subintuitionistic logics, namely the variety of R‐weakly Heyting algebras, the variety of T‐weakly Heyting algebras and the varieties of Basic algebras and subresiduated lattices. (© 2005 WILEY‐VCH Verlag GmbH & Co. KGaA, Weinheim) 相似文献
120.
Jnos C. Fodor 《Fuzzy Sets and Systems》1992,50(3):331-341
In this paper the right and left trace of a fuzzy binary relation is defined and investigated. Basic properties of a fuzzy relation (such as reflexivity, different kinds of transitivity, linearity, etc.) are characterized by means of its traces. 相似文献