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      Refinement of Hermite Hadamard Type Inequalities for Convex Functions with Applications

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      https://www.riss.kr/link?id=A108966958

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      In this study, we would like to state two refined results related to Hermite Hadamard type inequality for convex functions with two distinct techniques.
      Hence our obtained results would be better than the results already established for the class of convex functions. Applications to trapezoidal rule and special means are also discussed.
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      In this study, we would like to state two refined results related to Hermite Hadamard type inequality for convex functions with two distinct techniques. Hence our obtained results would be better than the results already established for the class of c...

      In this study, we would like to state two refined results related to Hermite Hadamard type inequality for convex functions with two distinct techniques.
      Hence our obtained results would be better than the results already established for the class of convex functions. Applications to trapezoidal rule and special means are also discussed.

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      참고문헌 (Reference)

      1 Ch. Hermite, "Sur deux limites d'une int'egrale definie" 3 : 82-, 1883

      2 S. Ä Ozcan, "Some new Hermite Hadamard type inequalities for s-convex func-tions and their applications" 201-, 2019

      3 M. I. Bhatti, "Some new Hermite Hadamard type fractional integral inequalities" 18 (18): 655-661, 2015

      4 M. Kadakal, "On improvements of some integral inequalities"

      5 M. Bilal, "On Some New Hermite Hadamard Dual Inequalities" 16 (16): 93-98, 2021

      6 M. Bilal, "New version of generalized Ostrowski-GrÄuss type inequality" 66 (66): 441-455, 2021

      7 I. I scan, "New refinements for integral and sum forms of H'older inequality" 2019 : 304-, 2019

      8 M. Bilal, "New Hermite Hadamard Dual Inequality for s-p-convex func-tions in mixed kind"

      9 M. Bilal, "New Generalized Hermite Hadamard Inequalities for p-convex functions in the mixed kind" 14 (14): 863-880, 2021

      10 M. E. ÄOzdemir, "Hermite Hadamard-type inequalities via (α, m) convexity" 61 : 2614-2620, 2011

      1 Ch. Hermite, "Sur deux limites d'une int'egrale definie" 3 : 82-, 1883

      2 S. Ä Ozcan, "Some new Hermite Hadamard type inequalities for s-convex func-tions and their applications" 201-, 2019

      3 M. I. Bhatti, "Some new Hermite Hadamard type fractional integral inequalities" 18 (18): 655-661, 2015

      4 M. Kadakal, "On improvements of some integral inequalities"

      5 M. Bilal, "On Some New Hermite Hadamard Dual Inequalities" 16 (16): 93-98, 2021

      6 M. Bilal, "New version of generalized Ostrowski-GrÄuss type inequality" 66 (66): 441-455, 2021

      7 I. I scan, "New refinements for integral and sum forms of H'older inequality" 2019 : 304-, 2019

      8 M. Bilal, "New Hermite Hadamard Dual Inequality for s-p-convex func-tions in mixed kind"

      9 M. Bilal, "New Generalized Hermite Hadamard Inequalities for p-convex functions in the mixed kind" 14 (14): 863-880, 2021

      10 M. E. ÄOzdemir, "Hermite Hadamard-type inequalities via (α, m) convexity" 61 : 2614-2620, 2011

      11 A. Arshad, "Hermite Hadamard-Fejer type inequalities for s-p-convex functions of several senses" 11 : 25-40, 2019

      12 A. R. Khan, "Hermite Hadamard type fractional inequali-ties for s-convex functions of mixed kind" 1 : 25-37, 2021

      13 M. I. Bhatti, "Hadamard-type inequalities for s-convex functions I" 41 : 51-60, 2009

      14 J. Pe·caric, "Convex functions, Partial Orderings and Statis-tical Applications" Academic Press 1992

      15 D. S. Mitrinovic, "Classical and new inequalities in analysis" Kluwer Academic Publishers 1993

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