Inequalities for Katugampola conformable partial derivatives
Chang-Jian Zhao, Cheung Wing-Sum
Abstract
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Chang-Jian Zhao, Cheung Wing-Sum
Abstract
Open-access reader
In the paper, we introduce two concepts of Katugampola conformable partial derivatives and α -conformable integrals. As applications, we establish Opial type inequalities for Katugampola conformable partial derivatives and α -conformable integrals. The new inequalities in special cases yield some of the recent results on inequality of this type.
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In the paper, we introduce two concepts of Katugampola conformable partial derivatives and α -conformable integrals. As applications, we establish Opial type inequalities for Katugampola conformable partial derivatives and α -conformable integrals. The new inequalities in special cases yield some of the recent results on inequality of this type.
Key concepts: Conformable matrix, Mathematics, Inequality, Type (biology), Yield (engineering), Pure mathematics, Calculus (dental), Mathematical analysis