Author Details

Awan, Muhammad Uzair, Department of Mathematics, Government College University, Faisalabad, Pakistan, Pakistan

  • Vol 33, No 3 (2019) - Dragan Djordjevic - Functional analysis, Operator theory
    Refined Bounds of the Quantum QuadraturesWithin the Class of Distance-Disturbed Convex Functions in Two Dimensions
    Abstract  PDF
  • Vol 31, No 18 (2017) - Dragan Djordjevic - Functional analysis, Operator theory
    On Strongly Generalized Convex Functions
    Abstract  PDF
  • Vol 32, No 8 (2018) - Fuad Kittaneh - Operator and matrix ineaqualities
    TWO DIMENSIONAL OPERATOR PREINVEX FUNCTIONS AND ASSOCIATED HERMITE-HADAMARD TYPE INEQUALITIES
    Abstract
  • Vol 37, No 2 (2023) - Dragan Djordjevic - Functional analysis, Operator theory
    ON HARMONIC CONVEX FUNCTIONS OF THREE VARIABLES AND RELATED HERMITE-HADAMARD INEQUALITIES
    Abstract
  • Vol 33, No 12 (2019) - Regular issue of Filomat
    ON APPROXIMATELY HARMONIC h-CONVEX FUNCTIONS DEPENDING ON METRIC FUNCTION
    Abstract
  • Vol 33, No 19 (2019) - Regular issue of Filomat
    CERTAIN UNIFIED INTEGRAL INEQUALITIES IN CONNECTION WITH QUANTUM FRACTIONAL CALCULUS
    Abstract
  • Vol 34, No 8 (2020) - Miodrag Spalevic: Approximation theory
    FRACTIONAL INTEGRAL IDENTITY, ESTIMATION OF ITS BOUNDS AND SOME APPLICATIONS TO TRAPEZOIDAL QUADRATURE RULE
    Abstract
  • Vol 35, No 7 (2021) - Miodrag Spalevic: Approximation theory
    New integral inequalities for strongly nonconvex functions involving Raina function
    Abstract
  • Vol 35, No 10 (2021) - Marko Petkovic - Algorithms and computational mathematics, Numerical analysis
    A FIRST NOTE ON QUANTUM HERMITE-HADAMARD-FEJER TYPE ´ INEQUALITIES VIA (σ; h)-CONVEX FUNCTIONS
    Abstract
  • Vol 38, No 7 (2024) - Marko Petkovic - Algorithms and computational mathematics, Numerical analysis
    Multi-parametric quantum Simpson inequalities and their applications
    Abstract