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1. On Opial-Wirtinger type inequalities

Author

Chang-jian Zhao

Subjects
katugampola partial derivatives, young’s inequality, opial’s inequality, wirtinger’s inequality, hölder’s inequality, Mathematics, QA1-939
Abstract

In the present paper we establish some new Opial-Wirtinger’s type inequalities involving Katugampola partial derivatives. These new results in special cases yield Agarwal and Pang’s, Traple’s and Pachpatte’s inequalities and provide new estimates on inequality of this type.

Published
2020
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