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Integral Inequality of Hardy-Type on Time Scales
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作者 Emmanuella Ehui Aribike Yisa Oluwatoyin Anthonio +1 位作者 Kamilu Rauf michael oyelami ajisope 《Advances in Pure Mathematics》 2019年第6期534-543,共10页
Inequalities are essential in the study of Mathematics and are useful tools in the theory of analysis. They have been playing a critical role in the study of the existence and uniqueness properties of solutions of ini... Inequalities are essential in the study of Mathematics and are useful tools in the theory of analysis. They have been playing a critical role in the study of the existence and uniqueness properties of solutions of initial and boundary value problems for differential equations as well as difference equations with their bounds. In this paper, we obtain new integral inequalities mainly by using some known inequalities. Various generalizations of Hardy's inequality are special cases of the results therein. 展开更多
关键词 Time Scale Measurable CONVEX FUNCTIONS Hardy-Type INEQUALITIES
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