两点模糊边值问题的解法

Hülya Gültekin, N. Altınışık
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引用次数: 8

摘要

模糊集合理论是建模不确定性和处理数学模型中模糊或主观信息的有力工具[3]。特别是,模糊微分方程的研究为不确定性或模糊性普遍存在的现实世界问题的数学建模提供了一个合适的设置。事实上,从理论角度来看,模糊微分方程是一个非常重要的课题[5],[6],[7],[9],并且在人口模型[4],土木工程[8],医学[1],[2]等方面都有应用。本文利用Hukuhara可微性研究两点模糊边值问题的解。准确地说,两点模糊边值问题的形式为
本文章由计算机程序翻译,如有差异,请以英文原文为准。
On Solution of Two-Point Fuzzy Boundary Value Problems
Fuzzy set theory is a powerful tool for modeling uncertainly and for processing vague or subjective information in mathematical models [3]. Particulary, the study of fuzzy differential equation forms a suitable setting for mathematical modeling of real world problems in which uncertainties or vagueness pervade. In fact, fuzzy differential equations is a very important topic from theoretical point of view [5], [6], [7], [9] and also it has applications, for example, in population models [4], civil engineering [8], medicine [1], [2]. In this paper, an investigation is made on the solution of two-point fuzzy boundary value problems by using the Hukuhara differentiability. To put it precisely, the two-point fuzzy boundary value problem is given as the form
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