• Title of article

    Some new fractional integral inequalities for s-convex functions

  • Author/Authors

    Karapinar ، Dunya - Karadeniz Technical University , Turhan ، Sercan - Giresun University , Kunt ، Mehmet - Karadeniz Technical University , Iscan ، Imdat - Giresun University

  • Pages
    12
  • From page
    4552
  • To page
    4563
  • Abstract
    In this paper, a similar equality which is given in [C. Yıldız, M. E. Ozdemir, M. Z. Sarıkaya, Kyungpook Math. J., 56 (2016), 161–172] is proved by using different symbols and impressions. By using this equality, some new fractional integral inequalities for s-convex functions are obtained. Also, some applications to special means of positive real numbers are given. If the α = 1 is taken, our results coincide with the results given in [E. Set, M. E. Ozdemir, M. Z. Sarıkaya, Facta Unv. Ser. Math. Inform., 27 (2012), 67–82] so our results are more general from the results given there.
  • Keywords
    Ostrowski type inequalities , midpoint type inequalities , Riemann , Liouville fractional integrals , s , convex functions
  • Journal title
    Journal of Nonlinear Science and Applications
  • Serial Year
    2017
  • Journal title
    Journal of Nonlinear Science and Applications
  • Record number

    2476826