微分包含的非局部(带参数的两点)边值问题

Q3 Mathematics

International Journal of Difference Equations Pub Date : 2021-06-30 DOI:10.37622/ijde/16.1.2021.19-34

A. El-Sayed, W. El-Sayed, Somyya S. Amrajaa

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引用次数: 0

摘要

本文研究一类一阶非线性微分包含的非局部两点带参数边值问题解的存在性。我们将研究最大解和最小解。证明了唯一解对非局部条件参数的连续依赖。反周期边值问题将被视为一个应用

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A Nonlocal (Two-point with Parameters) Boundary Value Problem of Differential Inclusion

Here, we study the existence of solutions of a nonlocal two-point with parameters boundary value problem of a first order nonlinear differential inclusion. The maximal and minimal solutions will be studied. The continuous dependence of the unique solution on the parameters of the nonlocal condition will be proved. The anti-periodic boundary value problem will be considered as an application

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International Journal of Difference Equations Engineering-Computational Mechanics

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