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The document discusses fuzzy sets, defined as mappings from sets into Boolean lattices, and explores their properties, including convexity, connectedness, and operations like union and intersection. It builds on earlier work by Zadeh and Goguen, presenting definitions and theorems related to fuzzy sets and their applications in situations with vague boundaries. The author also examines specific types of fuzzy sets, such as convex and star-shaped fuzzy sets, and their characteristics determined by alpha cuts

Author

BDK 1

Language

EN