EQUATIONS
E-ISSN: 2944-9146 An Open Access International Journal of Mathematical and Computational Methods in Science and Engineering
Volume 3, 2023
Neutrosophic Assessment and Decision Making
Author:
Abstract: Smarandache’s theory of neutrosophy is a generalization of Zadeh’s fuzziness characterizing each element of the universal set with the membership degree, as in fuzzy sets, and in addition with the degrees of non-membership and indeterminacy with respect to the corresponding neutrosophic set. In the present work we use neutrosophic sets as tools for assessment and decision making. This turns out to be very useful when one is not sure about the correctness of the grades assigned to the elements of the universal set. Examples are also presented illustrating our results.