Titlebook: Rough Sets and Current Trends in Computing; 5th International Co Salvatore Greco,Yutaka Hata,Roman S?owiński Conference proceedings 2006 Sp

gerrymander

Triangle Algebras: Towards an Axiomatization of Interval-Valued Residuated Latticesiangle algebras serves as a crucial stepping stone to the construction of formal interval-valued fuzzy logics, and in particular to the axiomatic formalization of residuated t-norm based logics on ., in a similar way as was done for formal fuzzy logics on the unit interval.

AVERT

Kansei Engineering and Rough Sets Modelut the kansei data not always have linear features assumed under the normal distribution. Rough sets theory is able to deal with any kind of data, irrespective of linear or non-linear characteristics of the data. We compare the results based on statistical analysis and on Rough Sets Theory.

macabre

cutlery

RAGE

orient

An Approach to Parameterized Approximation of Crisp and Fuzzy Setslps to avoid problems caused by different forms of fuzzy connectives used in the original definition of fuzzy rough sets. The presented parameterized approach to approximation constitutes an easy to implement, straightforward generalization of the variable precision crisp and fuzzy rough set model.

Sigmoidoscopy

Balanced Fuzzy Gates. A particular focus is on the two categories of the gates realizing a certain . and . type of processing. In the sequel presented are architectures of networks built with the use of the logical gates. We offer some design guidelines of the development of the networks and elaborate on the nature of the structural construction.