General closed 5-point quadrature formulae of Euler type (CROSBI ID 529329)
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Podaci o odgovornosti
Franjić, Iva ; Pečarić, Josip ; Perić, Ivan
engleski
General closed 5-point quadrature formulae of Euler type
A family consisting of closed 5-point quadrature formulae which are exact for all polynomials of order <=5, is studied. Changing the coefficients, a second family of closed 5-point quadrature formulae, with the degree of exactness higher than that of the formulae from the first family, is produced. These formulae contain values of the first derivative at the end points of the interval and are sometimes called "corrected".
Closed 5-point quadrature formulae; Corrected quadrature formulae; Lobatto formulae; Gauss formulae; Bernoulli polynomials; extended Euler formulae; sharp estimates of error
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Podaci o prilogu
2007.
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Podaci o skupu
Applied Mathematics and Scientific Computing
predavanje
09.07.2007-13.07.2007
Brijuni, Hrvatska