On Euler-Simpson 3/8 formulae

  • Lj. Dedic
  • M. Matic
  • J. Pecaric
  • A. Vukelic

Abstract

A number of inequalities, for functions whose derivatives are either functions of bounded variation or Lipschitzian functions or functions in $L_{p}$-spaces, is proved by applying the Euler-Simpson 3/8 formulae. The results are applied to obtain some error estimates for the Simpson 3/8 quadrature rules.
Published
2011-02-15
Section
Articles