CRISPNESS IN DEDEKIND CATEGORIES
نویسندگان
چکیده
منابع مشابه
Crispness in Dedekind Categories
This paper studies notions of scalar relations and crispness of relations.
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A Dedekind category (locally complete division allegory) D is a category satisfying the following:
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This paper presents a proof of the associativity of demonic composition of relations in Dedekind categories and shows that the demonic composition is monotonic with respect to two demonic orderings on relations, which are defined by quasi-total relations, respectively.
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In axiomatic way, in fuzzy setting, we introduce the measure of crispness and the measure of conditional clearness. For these measures we propose a functional form. Then, for the last measure, we give some aggregation operators. Keywords— Aggregation operators, functional equations, fuzzy sets, measures of fuzziness, crispness measures, conditional crispness.
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The purpose of this paper is to introduce some new classes of rings and modules that are closely related to the classes of almost Dedekind domains and almost Dedekind modules. We introduce the concepts of $\phi$-almost Dedekind rings and $\Phi$-almost Dedekind modules and study some properties of this classes. In this paper we get some equivalent conditions for $\phi$-almost Dedekind rings and ...
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ژورنال
عنوان ژورنال: Bulletin of informatics and cybernetics
سال: 2001
ISSN: 0286-522X
DOI: 10.5109/13500