Derivatives and indefinite integrals of single valued neutrosophic functions

Derivatives and indefinite integrals of single valued neutrosophic functions

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With the continuous development of the fuzzy set theory, neutrosophic set theory can better solve uncertain, incomplete and inconsistent information.As a special subset of the neutrosophic set, the single-valued neutrosophic set has a significant advantage clear zig zag pet gate when the value expressing the degree of membership is a set of finite discrete numbers.Therefore, in this paper, we first discuss the change values of single-valued neutrosophic numbers when treating them as variables and classifying these change values with the help of basic operations.Second, the convergence chromebook x360 14b of sequences of single-valued neutrosophic numbers are proposed based on subtraction and division operations.

Further, we depict the concept of single-valued neutrosophic functions (SVNF) and study in detail their derivatives and differentials.Finally, we develop the two kinds of indefinite integrals of SVNF and give the relevant examples.