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The best quadrature formula based on Hermite information for the class KW^(2)[a,b] 被引量:4
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作者 wang xinghua mi xiangjiang 《Science China Mathematics》 SCIE 2005年第1期79-87,共9页
The best quadrature formula has been found in the following sense: for a function whose norm of the second derivative is bounded by a given constant and the best quadrature formula for the approximate evaluation of in... The best quadrature formula has been found in the following sense: for a function whose norm of the second derivative is bounded by a given constant and the best quadrature formula for the approximate evaluation of integration of that function can minimize the worst possible error if the values of the function and its derivative at certain nodes are known.The best interpolation formula used to get the quadrature formula above is also found.Moreover,we compare the best quadrature formula with the open compound corrected trapezoidal formula by theoretical analysis and stochastic experiments. 展开更多
关键词 CLASS of second DIFFERENTIABLE functions Hermite information best quadrature formula best interpolation method stochastic experiment open compound corrected trapezoidal formula Iyengar-type inequalities.
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