Results 81 to 90 of about 113 (109)
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Invariant cubature formulas for the hyperoctahedron
Mathematical Notes, 1997Cubature formulas for integrals over the hyperoctahedron \(O_{n}\) in \({\mathbb{R}}^{n}\) are derived. These formulas are invariant under the group of all orthogonal transformations of \(O_{n}\). The result is based on a theorem by S. L. Sobolev (1962).
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Cubature formulae for Besov classes
Izvestiya: Mathematics, 1997Summary: This paper is devoted to an investigation of optimal cubature formulae for Besov classes of functions with restrictions on the mixed difference. This study is a continuation of papers [Mat. Zametki 49, No. 1, 149-151 (1991; Zbl 0760.41017)] and Mat. Sb. 183, No. 7, 23-34 (1992; Zbl 0786.41025)].
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Cubature Formulas with Regular Boundary Layer
2006In this chapter we show that cubature formulas with regular boundary layer are asymptoticallymath-optimal as the lattice mesh-size vanishes.
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Cubature Formulae for Polyharmonic Functions
2001We construct cubature formulae for the ball in ℝd, based on integrals of the function v(x), its normal derivatives or iterated Laplacians △ j v (j = 0,…, m i−1) over n distinct (d−1)dimensional hyperspheres S(ρ i )of radius ρ i , respectively, which integrate exactly wide classes of functions defined as the harmonic span of given radial functions, and ...
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Testing Cubature Formulae on Wiener Space Versus Explicit Pricing Formulae
Springer Proceedings in Mathematics and Statistics, 2023Anatoliy Malyarenko +2 more
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Asymmetric Cubature Formulae with Few Points in High Dimension for Symmetric Measures
SIAM Journal on Numerical Analysis, 2004Nicolas Victoir
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On minimal cubature formulae for product weight functions
Journal of Computational and Applied Mathematics, 1997Guergana Petrova
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Calculating the Greeks by cubature formulae
Proceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences, 2006Josef Teichmann
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