Intuitionistic fuzzy automata based on complete residuated lattice-valued logic

摘要

This paper introduces a new fundamental theory of intuitionistic fuzzy automata based on complete residuated lattice-valued logic, first it deals with the extension for the intuitionistic fuzzy transition relation of states and particularly presents a characterisation of complete residuated lattice by L valued intuitionistic fuzzy automata. Afterwards, intuitionistic fuzzy subautomata, successor and source operators are proposed, and some of their basic properties and equivalent relations are also studied.