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on interval valued hadamard-hermite type inequalities for cw convex functions
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نویسنده
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younus awais ,azam muhammad umer ,asif muhammad ,tunç cemil
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منبع
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journal of mathematical extension - 2021 - دوره : 15 - شماره : 5 - صفحه:1 -24
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چکیده
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This work furnishes some hadamard-hermite (hh) type inequalities for interval-valued function by using an efficient partial order cw on the space of all compact intervals. it has been shown that the interval-valued hh’s inequality proved herein, applied to already determined inequalities for real-valued functions. specifically, this paper unifies and generalizes hh inequalities in the literature. we illustrate results with numerical examples.
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کلیدواژه
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convex function ,hadamard’s inequalities ,interval-valued function ,cw partial ordering ,cw convex function
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آدرس
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bahauddin zakariya university, faculty of sciences, centre for advanced studies in pure and applied mathemetic, pakistan, bahauddin zakariya university, faculty of sciences, centre for advanced studies in pure and applied mathemetic, pakistan, bahauddin zakariya university, faculty of sciences, centre for advanced studies in pure and applied mathemetic, pakistan, van yuzuncu yil university, faculty of sciences, department of mathematics, turkey
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پست الکترونیکی
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cemtunc@yahoo.com
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Authors
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