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Indeterminacy In Neutrosophic Theories And Their Applications, Florentin Smarandache
Indeterminacy In Neutrosophic Theories And Their Applications, Florentin Smarandache
Branch Mathematics and Statistics Faculty and Staff Publications
Indeterminacy makes the main distinction between fuzzy / intuitionistic fuzzy (and other extensions of fuzzy) set / logic vs. neutrosophic set / logic, and between classical probability and neutrosophic probability. Also, between classical statistics vs. neutrosophic and plithogenic statistics, between classical algebraic structures vs. neutrosophic algebrais structures, between crisp numbers vs. neutrosophic numbers. We present a broad definition of indeterminacy, various types of indeterminacies, and many practical applications.