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A Kind of Generalization of the Curve Type Node Configuration in R^S(S 〉 2)
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作者 ZHU Ping 《Chinese Quarterly Journal of Mathematics》 CSCD 北大核心 2008年第3期368-375,共8页
A kind of generalization of the Curve Type Node Configuration is given in this paper, and it is called the generalized node configuration CTNCB in Rs(s > 2). The related multivariate polynomial interpolation proble... A kind of generalization of the Curve Type Node Configuration is given in this paper, and it is called the generalized node configuration CTNCB in Rs(s > 2). The related multivariate polynomial interpolation problem is discussed. It is proved that the CTNCB is an appropriate node configuration for the polynomial space Pns(s > 2). And the expressions of the multivariate Vandermonde determinants that are related to the Odd Curve Type Node Configuration in R2 are also obtained. 展开更多
关键词 multivariate polynomial interpolation node configuration Lagrange interpolation Hermite interpolation Birkhoff interpolation
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