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Numerická kvadratura vyššího řádu ve 2D a 3D
Segeth, Karel ; Šolín, P. ; Doležel, I.
The construction of higher-order Gauss quadrature rules in 2D and 3D is it considered. Many open questions are related to the desing of (symmetric) formulae with minimum number of points. After outlining some of the state-of-the- art knowledge and open problems in contemporary numerical quadrature related to finite element methods, we present and discuss several techniques which can (and should) be used where the current knowledge of Gaussian quadrature rules is not sufficient.

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