After the introduction of the concepts of the fuzzy cell and fuzzy cell space,thefuzzy cell mapping based methodology for dealing with complex systems is outlined with the emphasis on the modelling, ide n ti flea t ion and con t rol.

Fuzzy mapping for functions and features of component parts in the process or concurrent design;

Generalized B-vex Fuzzy Mappings and Its Application;

Generalized Mixed Strongly Variational Inequalities for Fuzzy Mapping;

This paper introduces the concepts of fuzzy γ degree strong monotone mapping and fuzzy γ degree Lipschitz continuous mapping,and the concept of γ degree solution of variational inequalities for Fuzzy mappings.

In this paper, we inverstigate a system of nonlinear variational inclusions for fuzzy mappings in real Banach spaces.

The definition of the cardinality of fuzzy sets is given based on the fuzzy mappings,and not only a large part of results with respect to the ordinary cardinality are obtained, but also some special properties of F cardinality are showed.

This note is to give some properties for convex fuzzy mappings and quasi-convex fuzzy mappings, and discuss some applications to a class of convex fuzzy optimizations.