Intuitionistic fuzzy eigenvalue problem

Tahir Ceylan
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Abstract

The purpose of this paper is the study of the eigenvalues of the second order fuzzy boundary value problem (FBVP). By using the (alpha-beta)-level set of intuitionistic fuzzy numbers and Zadeh's extension principle, the FBVP is solved with the proposed method. Furthermore, a numerical example is illustrated and the advantages of the proposed approach are compared with other well-known methods such as the solutions based on the generalized Hukuhara derivative.
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直觉模糊特征值问题
本文旨在研究二阶模糊边界值问题(FBVP)的特征值。通过使用直觉模糊数的(alpha-beta)级集和 Zadeh 的扩展原理,本文提出了解决二阶模糊边界值问题的方法。此外,还举例说明了一个数值实例,并将所提方法的优势与其他著名方法(如基于广义赫原导数的求解方法)进行了比较。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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