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extended hermite-hadamard (h − h) and fejer’s inequalities based on (h1 , h2 , s)-convex functions
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نویسنده
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yasin sabir ,misiran masnita ,omar zurni
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منبع
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international journal of nonlinear analysis and applications - 2022 - دوره : 13 - شماره : 1 - صفحه:2885 -2895
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چکیده
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In this paper, (h1, h2)-convex and s-convex functions are merged to form (h1, h2, s)-convex function. inequalities of the hermite-hadamard (h-h) and fejer’s types will then be extended by using the (h1, h2, s)-convex function and its derivatives. some special cases for these extended h-h and fejer’s inequalities are also explored in order to get the previously specified results. the relationship between newly constructed hermite-hadamard (h − h) and fejer’s types of inequalities with the average (mean) values are also discussed.
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کلیدواژه
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inequality ,hermite-hadamard (h-h) ,fejer ,convex function
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آدرس
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utara university, school of quantitative sciences, department of mathematics and statistics, malaysia, utara university, school of quantitative sciences, centre for testing, measurement and appraisal, department of mathematics and statistics, malaysia, utara university, school of quantitative sciences, department of mathematics and statistics, malaysia
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پست الکترونیکی
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zurni@uum.edu.my
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Authors
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