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Some Generalized Nonlinear Gamidov Type Integral Inequalities with Maxima in Two Variables and Their Weakly Singular Analogues

机译:两个变量中具有最大值的广义非线性Gamidov型积分不等式及其弱奇异类

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In this paper, some new nonlinear Gronwall-Bellman-Gamidov type integral inequalitieswith maxima in two variables and their weakly singular analogues are discussed. By usinganalysis techniques, such as change of variable, amplification method, differential and integration,inverse function, we estimated the upper bounds of the unknown functions. For illustratingthe validity of the inequalities established, some examples are given to study the boundednessand uniqueness of solutions of a certain Gamidov type weakly singular integral equations.
机译:本文讨论了一些新的非线性Gronwall-Bellman-Gamidov型积分不等式,其中两个变量具有最大值,且它们的弱奇异类似物。通过分析变量的变化,放大方法,微分和积分,逆函数等分析技术,估算出未知函数的上限。为了说明所建立的不等式的有效性,给出了一些实例来研究某些Gamidov型弱奇异积分方程解的有界性和唯一性。

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