LI Gui-hua
Abstract
In this paper,some properties of fuzzy implication algebra are given and a condition that a fuzzy implication algebra comes to be a Heyting algebra is obtained.Then some characterizations that an algebra(X,→,0)of type(2,0)comes to be a fuzzy implication algebra are discussed.
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In this paper,some properties of fuzzy implication algebra are given and a condition that a fuzzy implication algebra comes to be a Heyting algebra is obtained.Then some characterizations that an algebra(X,→,0)of type(2,0)comes to be a fuzzy implication algebra are discussed.
Key concepts: Mathematics, Algebra over a field, Cellular algebra, Characterization (materials science), Filtered algebra, Fuzzy logic, Differential graded algebra, Algebra representation