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fractional integral inequalities involving convex functions via marichev-saigo-maeda approach
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نویسنده
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chinchane vaijanath l. ,panchal satish k. ,nale asha b. ,dahmani zoubir
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منبع
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journal of mathematical extension - 2021 - دوره : 15 - شماره : 5 - صفحه:1 -17
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چکیده
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In this paper, we present new integral results on fractional order inequalities involving convex functions using marichevsaigo-maeda integral operators. using the same integral approach, other fractional integral inequalities for positive and continuous functions are also proved. the obtained results can be seen as a new contribution in inequality theory by means of marichev-saigo-maieda approach.
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کلیدواژه
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fractional inequalities ,marichev-saigo-maeda integral operator ,convex function
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آدرس
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deogiri institute of engineering and management studies, department of mathematics, india, dr. babasaheb ambedkar marathwada university, department of mathematics, india, dr. babasaheb ambedkar marathwada university, department of mathematics, india, university of maryland, baltimore (umb), faculty sei, department of mathematics, laboratory lpam, algeria
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پست الکترونیکی
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zzdahmani@yahoo.fr
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Authors
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