Add to ORKGSome new results concerning Simpson type numerical integration are proved, discussed and compared with other similar results in the literature. A technique to improve the error estimates also in some other recent related results is pointed outValiderad; 2003; 20061107 (evan
A method suggested by Romberg in 1955 is shown to be a very efficient, accurate and fast. In this pa...
AbstractThe main purpose of this paper is to demonstrate that using modified Simpson’s quadrature ru...
Integral problems are often difficult to work out analytically. Solving this integral can be done wi...
Some new results concerning Simpson type numerical integration are proved, discussed and compared wi...
Five ways how to introduce the basic Simpson’s rule for numerical integration within the first calcu...
Some sharp Simpson type inequalities are proved. Applications in numerical integration are also cons...
New inequalities of Simpson type and their application to quadrature formulae in Numerical Analysis ...
A generalization of the modified Simpson's rule is derived. Various error bounds for this generaliz...
Tema ovog završnog rada je numerička integracija. U uvodnom dijelu rad će se bazirati na problemu po...
AbstractTwo sharp inequalities are derived. The first is a sharp Simpson's inequality and the second...
[ES] En el presente artículo se generaliza la conocida regla de integración numérica de Simpson, par...
U ovom radu opisane su metode za numeričko integriranje koje se baziraju na Newton-Cotesovim formula...
By the wide use of personal computers, the practical value of numerical integration methods are reco...
Filon-Simpson quadrature rules are derived for integrals of the type \int_a^b dx f(x) sin(xy)/(xy) a...
In this paper, we present three improvements to a three-point third order variant of Newton’s method...
A method suggested by Romberg in 1955 is shown to be a very efficient, accurate and fast. In this pa...
AbstractThe main purpose of this paper is to demonstrate that using modified Simpson’s quadrature ru...
Integral problems are often difficult to work out analytically. Solving this integral can be done wi...
Some new results concerning Simpson type numerical integration are proved, discussed and compared wi...
Five ways how to introduce the basic Simpson’s rule for numerical integration within the first calcu...
Some sharp Simpson type inequalities are proved. Applications in numerical integration are also cons...
New inequalities of Simpson type and their application to quadrature formulae in Numerical Analysis ...
A generalization of the modified Simpson's rule is derived. Various error bounds for this generaliz...
Tema ovog završnog rada je numerička integracija. U uvodnom dijelu rad će se bazirati na problemu po...
AbstractTwo sharp inequalities are derived. The first is a sharp Simpson's inequality and the second...
[ES] En el presente artículo se generaliza la conocida regla de integración numérica de Simpson, par...
U ovom radu opisane su metode za numeričko integriranje koje se baziraju na Newton-Cotesovim formula...
By the wide use of personal computers, the practical value of numerical integration methods are reco...
Filon-Simpson quadrature rules are derived for integrals of the type \int_a^b dx f(x) sin(xy)/(xy) a...
In this paper, we present three improvements to a three-point third order variant of Newton’s method...
A method suggested by Romberg in 1955 is shown to be a very efficient, accurate and fast. In this pa...
AbstractThe main purpose of this paper is to demonstrate that using modified Simpson’s quadrature ru...
Integral problems are often difficult to work out analytically. Solving this integral can be done wi...