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SOME PROPERTIES OF THE INDISCERNIBILITY RELATION IN ROUGH SETS 被引量:2
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作者 施恩伟 《Chinese Science Bulletin》 SCIE EI CAS 1990年第4期338-341,共4页
The concept of Rough sets was first introduced by Pawlak in 1981. Because this theory is very important and useful in many fields, e. g. in the information systems and the man-machine systems, many scholars both at ho... The concept of Rough sets was first introduced by Pawlak in 1981. Because this theory is very important and useful in many fields, e. g. in the information systems and the man-machine systems, many scholars both at home and abroad have studied it and obtained a lot of results. Now the theory of Rough sets is still progressing rapidly. However, when this theory is applied to describing an information system, the indiscernibility 展开更多
关键词 ROUGH SET INFORMATION system indiscernibility relation.
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A Calculus on Granules from Rough Inclusions in Information Systems
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作者 Lech Polkowski 《南昌工程学院学报》 CAS 2006年第2期22-27,34,共7页
关键词 Granular Computing information systems indiscernibility rough set theory rough inclusions
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Some Considerations about Fuzzy Logic Based Decision Making by Autonomous Intelligent Actor
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作者 Alex Tserkovny 《Journal of Software Engineering and Applications》 2022年第2期19-58,共40页
The article presents an approach toward an implementation of a fuzzy logic-based decision-making process by Autonomous Intelligent Actor (AIA) (© A. Tserkovny), when an input information is defined for its “stra... The article presents an approach toward an implementation of a fuzzy logic-based decision-making process by Autonomous Intelligent Actor (AIA) (© A. Tserkovny), when an input information is defined for its “strategic targeting” by a human operator in terms of a fuzzy incident geometry, whereas its “tactical” behavior (a navigation in space) is directed by fuzzy conditional inference rules. For implementing both elements of AIA decision-making a fuzzy logic [1] for formal geometric reasoning with extended objects is used. This fuzzy logic based fuzzification of axioms of an incidence geometry and a predicate apparatus [2] for AIA space orientation are also presented. The approach, offered in the article, extends predicates of a counter positioning of two objects and their mutual navigation into their fuzzy counterparts. The latter allows AIA to make certain “tactical” decisions. 展开更多
关键词 Fuzzy Logic Implication Conjunction DISJUNCTION Fuzzy Predicate Degree of indiscernibility Discernibility Measure Extended Lines Sameness AIA Orientation Principles
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