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On Convergence Theorems for Strong Fuzzy Variational Henstock Integrals
Yang Li, Yabin Shao
286 - 292
10.3233/FAIA220394
Research Article
Frontiers in Artificial Intelligence and Applications
Volume 358: Fuzzy Systems and Data Mining VIII
Abstract

In this paper, we propose some new concepts for the sequence of fuzzy-number-valued functions by using the notion of inner small variation. Then, we study some the characteristics of the primitives of strong fuzzy variational Henstock integrals defined in m-dimensional Euclidean space using these concepts. Finally, we obtain some convergence theorems for this integrals.

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