Fuzzy Henstock-Kurzweil Triple Integral on a Type 1 Quasi-Fuzzy Parallelepipedal Domain

Didier, Kumwimba Seya and Dany, Kasongo Ntambwe and Grégoire, Panga Lutanda and Paul, Mayuke Katshongo Jean and Pierre, Lunda Ngoy Jean (2024) Fuzzy Henstock-Kurzweil Triple Integral on a Type 1 Quasi-Fuzzy Parallelepipedal Domain. Journal of Applied Mathematics and Physics, 12 (03). pp. 897-911. ISSN 2327-4352

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Official URL: https://doi.org/10.4236/jamp.2024.123056

Abstract

In this article, we propose by using the Hausdorff distance Simpson’s rule for the triple integral of a fuzzy-valued function and the error bound of this method, one of the variables of which is fuzzy. In addition, thin δ-fine partitions are introduced. The integration domain is a quasi-fuzzy parallelipiped. A numerical example is presented in order to show the application and the significance of the method.

Item Type:	Article
Subjects:	European Scholar > Multidisciplinary
Depositing User:	Managing Editor
Date Deposited:	01 Apr 2024 04:48
Last Modified:	01 Apr 2024 04:48
URI:	http://article.publish4promo.com/id/eprint/3324

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