We discuss the fuzzy integral. The centrality of the ordering operation, based upon the arguments to be aggregated, is pointed out. We then extend the fuzzy integral aggregation operator by allowing the ordering operation to be based upon values other then those being aggregated. This leads to the i
Induced aggregation operators
β Scribed by Ronald R. Yager
- Publisher
- Elsevier Science
- Year
- 2003
- Tongue
- English
- Weight
- 226 KB
- Volume
- 137
- Category
- Article
- ISSN
- 0165-0114
No coin nor oath required. For personal study only.
π SIMILAR VOLUMES
This article gives a new approach to aggregating assuming that there is an indistinguishability operator or similarity defined on the universe of discourse. The very simple idea is that when we want to aggregate two values a and b we are looking for a value l that is as similar to a as to b or, in a
This article deals with hierarchies of operators. In particular, we will analyze the problem of amalgamating individual opinions into a single group opinion, based upon hierarchical intensity aggregation rules. Our main goal is to decide whether hierarchical amalgamations are supported from an ethic
We will continue here the research work, the goal of which was to introduce the notion of nondeterministic aggregation operators and study their properties, even in relation to classification systems and the associated learning problem. Here we will concentrate mostly on the notion of the nondetermi
It is proved that continuous uninorm aggregation operators are only t-norms or t-conorms. Some general constructions about uninorm aggregation operators are given.
Standard ordering of aggregation operators in several distinguished classes is characterized. Lower and upper bounds of (ΓΏnite) systems in those classes of aggregation operators are discussed. Several examples are given.