Estimates of quantum bounds pertaining to new q-integral identity with applications
Muhammad Uzair Awan, Sadia Talib, Artion Kashuri, Muhammad Aslam Noor, Yu‐Ming Chu
Abstract
Abstract In this article, we establish a new generalized q -integral identity involving a q -differentiable function. Using this new auxiliary result, we obtain some new associated quantum bounds essentially using the class of preinvex functions. At the end, we present some applications to the special bivariate means to show the significance of the obtained results. Our approaches and obtained results may lead to further applications in physics.
Topics & Concepts
Bivariate analysisMathematicsIdentity (music)Differentiable functionQuantumClass (philosophy)Ordinary differential equationFunction (biology)Pure mathematicsApplied mathematicsMathematical analysisDifferential equationQuantum mechanicsStatisticsPhysicsComputer scienceEvolutionary biologyBiologyArtificial intelligenceAcousticsMathematical Inequalities and ApplicationsMathematical functions and polynomialsIterative Methods for Nonlinear Equations