On corrected dual Euler-Simpson formulae
Copyright policy )On corrected dual Euler-Simpson formulae
Corrected dual Euler-Simpson formulae are given. Results from [Lj. Dedić, M. Matić and J. Pečarić, On dual Euler-Simpson formulae, Bull.Belg.Math.Soc. 8 (2001), 479-504] are improved. Using the derived formulae, a number of inequalities for various classes of functions are obtained.
Other analytical inequalities, three-point quadrature formulae; corrected dual Simpson's formula; Bernoulli polynomials; functions of bounded variation; Lipschitzian functions, Inequalities in real analysis, Bernoulli polynomials, functions of bounded variation, Inequalities for sums, series and integrals, three-point quadrature formulae, corrected dual Simpson's formula, Lipschitzian functions, three-point quadrature formulas
Other analytical inequalities, three-point quadrature formulae; corrected dual Simpson's formula; Bernoulli polynomials; functions of bounded variation; Lipschitzian functions, Inequalities in real analysis, Bernoulli polynomials, functions of bounded variation, Inequalities for sums, series and integrals, three-point quadrature formulae, corrected dual Simpson's formula, Lipschitzian functions, three-point quadrature formulas
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