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Abstract  

Some new linear and nonlinear delay integral inequalities of G-B-B type are obtained which generalize some results of O. Akinyele [1], P. Ch. Tsamatos and S. K. Ntouyas [16]. Application examples are also given.

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for non-conformable integral operators , Symmetry , 11 ( 9 ), 1108 ( 2019 ). 10.3390/sym11091108 [11] Ngoc , N. P. G. , Vinh , N. V. and Hien , P. T. T. , Integral inequalities of Hadamard-type for r -convex functions , International

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In this paper we establish some new integral inequalities with delay, which can be used as tools in the theory of some new classes of differential and integral equations. An application to obtain a bound on the solution of a certain integral equation is also given.

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. 23 , 8 ( 2017 ), 1384 - 1397 . [3] Akkurt , A ., Sarikaya , M. Z ., Budak , H ., and Yildirim , H . Generalized Ostrowski type integral inequalities involving generalized moments via local fractional integrals . Rev. R

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Abstract  

Upper and lower error bounds for an optimal 2-point quadrature rule of open type are derived. These error bounds are sharp. Applications in numerical integration are given

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