Institutul de Matematică şi Informatică "Vladimir Andrunachievici"
Universitatea de Stat din MoldovaRO EN
A form of multidimensional averiging functions satisfying the property of associativity
Authors: V. Arnaut
– 0.12 Mb
Abstract
In this paper multidimensional averiging functions are studied in assumption that they are continuous, monotonic and satisfy the property of associativity. It is proved that such functions are very "closed" to functions MAX() and MIN().V. Arnaut,
Institute of Mathematics,
Laboratory of Artificial Intelligence Systems,
Academy of Sciences, Moldova
5, Academiei str., Kishinev,
277028, Moldova
Phone: (373+2) 73-81-30
Institute of Mathematics,
Laboratory of Artificial Intelligence Systems,
Academy of Sciences, Moldova
5, Academiei str., Kishinev,
277028, Moldova
Phone: (373+2) 73-81-30
Fulltext
– 0.12 Mb
Contents
- Researches in Artificial Intelligence in Republic of Moldova
- CAPRICE: knowledge acquisition tool based on game approach
- The intellectual hypertext for knowledge transfer
- Modificated repertory grid procedure for attribute problem domains
- Logical recognition in the space of multivalued attributes
- Fuzzy logic foundations of optimal inference
- A form of multidimensional averiging functions satisfying the property of associativity
- Hybrid technology for collective expertise
- Qualitative Aggregation of Information in Fuzzy Attribute Model
- Abstracts of Ph.D. theses defended by the collaborators and post graduates of the Laboratory of Artificial Intelligence Systems of the Institute of Mathematics ASM
- List of scientific conferences, schools and workshops
