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New integral inequalities of Hermite–Hadamard type in a generalized context

Juan E. Nápoles Valdés, Valdés Unne, Ave Facena, Bahtiyar Bayraktar, Ihsan Saad, Ihsan Saad, Butt, A Akdemir, S Butt, M Nadeem, M Ragusa, M Alomari, M Darus, S Dragomir, B Bayraktar, B Bayraktar, K Boukerrioua, T Chiheb, B Meftah, S Butt, S Yousaf, A Akdemir, M Dokuyucu, S Butt, A Akdemir, J Nasir, F Jarad, S Dragomir, C Pearce, D Ion, I Iscan, M Khan, Y Khurshid, T Ali, N Rehman, M Khan, Y Khurshid, S Dragomir, R Ullah, M Latif, S Dragomir, S Obeidat, M Latif, S Dragomir, E Momoniat, F Martnez, P Mohammed, J Npoles, Valds, B Meftah, P Mohammed, M Sarikaya, S Mubeen, G Habibullah, J Npoles, V, J Rodrguez, J Sigarreta, J Npoles, V, F Rabossi, Samaniego, S Qaisar, F Ahmad, S Dragomir, M, S Rashid, M Noor, K Noor, M Sarkaya, N Aktan, M Sarkaya, M Kiris, E Set, S Butt, A Akdemir, A Karaoglan, T Abdeljawad, M Tomar, E Set, M Sarkaya, J Wang, J Deng, M Feckan, Z.-H Yang, J.-F Tian, Z.-H Yang, J.-F Tian

2021Punjab University Journal of Mathematics13 citationsDOIOpen Access PDF

Abstract

In this paper, we obtained new integral inequalities of the Hermite–Hadamard type for convex and quasi–convex functions in a generalized context.

Topics & Concepts

Hadamard transformMathematicsHermite polynomialsType (biology)Context (archaeology)InequalityPure mathematicsApplied mathematicsMathematical analysisGeographyGeologyArchaeologyPaleontologyMathematical Inequalities and ApplicationsFunctional Equations Stability ResultsMathematical functions and polynomials
New integral inequalities of Hermite–Hadamard type in a generalized context | Litcius