Results 71 to 80 of about 1,445 (171)
EXTREMAL PROBLEMS FOR CUBATURE FORMULAS
Levin, M. I., Girsovic, Ju. M.
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Constructing cubature formulae of degree 5 with few points [PDF]
Zhaoliang Meng, Zhongxuan Luo
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A decomposition method to construct cubature formulae of degree 3 [PDF]
Zhaoliang Meng, Zhongxuan Luo
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Cubature formulae for spheres, simplices and balls
The paper is organized in 5 Sections. The first two contain respectively the motivation for the choice of the subject and some results concerning properties of polyharmonic functions. In Section 3, cubature on the sphere \(S(r)=\{x\in\mathbb{R}^n:| x| =r\}\) on the form \[ \int_{S(r)}\mu(\xi) \,d\sigma(\xi)\simeq \sum^{m-1}_{j=0} A_j(r)\int_{S(r_j)}\mu(
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The algebra of interpolatory cubature formulae for generic nodes [PDF]
Claudia Fassino +2 more
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New cubature formulae and hyperinterpolation in three variables
Stefano De Marchı +2 more
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Existence of Gaussian cubature formulas
We provide a necessary and sufficient condition for existence of Gaussian cubature formulas. It consists of checking whether some overdetermined linear system has a solution and so complements Mysovskikh's theorem which requires computing common zeros of orthonormal polynomials. Moreover, the size of the linear system shows that existence of a cubature
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On the construction of general cubature formula by flat extensions. [PDF]
Bucero MA, Bajaj C, Mourrain B.
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Constructing fully symmetric cubature formulae for the sphere [PDF]
Sangwoo Heo, Yuan Xu
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Advanced Estimation Techniques for Vehicle System Dynamic State: A Survey. [PDF]
Jin X, Yin G, Chen N.
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