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THE BLOSSOM APPROACH TO THE DIMENSION OF THE BIVARIATE SPLINE SPACE 被引量:2

THE BLOSSOM APPROACH TO THE DIMENSION OF THE BIVARIATE SPLINE SPACE
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摘要 Presents information on a study which outlined the blossom approach to the dimension count of bivariate spline space. Smoothness conditions in blossoming form; Application of the approach to the case of Morgan-Scott partition. Presents information on a study which outlined the blossom approach to the dimension count of bivariate spline space. Smoothness conditions in blossoming form; Application of the approach to the case of Morgan-Scott partition.
出处 《Journal of Computational Mathematics》 SCIE CSCD 2000年第2期183-198,共16页 计算数学(英文)
基金 the 973 Project on Mathematical Mechanics!G1998030600 NSF and SF of National Educational Committee of China
关键词 bivariate spline space blossom DIMENSION bivariate spline space blossom dimension
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参考文献11

  • 1Shi X Q.The singularity of morgan-scott triangulation. Computer Aided Geometric Design . 1991
  • 2Chou,Y. S.,Su,L. Y.,Wang,R. H. The Dimensions of Bivariate Spline Spaces over Triangulations . 1985
  • 3Lai M J.A characterisation theorem of multivariate splines in blossoming form. CAGD . 1991
  • 4Morgan,J. and Scott,R.The Dimension of Piecewise Polynomials. Manuscripta . 1977
  • 5Ramshaw,L.Béziers and B-splines as multiaffine maps. Theoretical Foundation of Computer Graphics and CAD . 1988
  • 6Ramshaw,L.Blossoms are polar forms. Computer Aided Geometric Design . 1989
  • 7L.L.Schumaker.on the dimension of space of piecewise polynomials in two variables in multivariate approximation theory. . 1979
  • 8Schumaker L L.Bounds on the dimension of spaces of multivariate piecewise polynomials. Rocky Mtn.J.Math . 1984
  • 9Diener,D.Instability in the dimension of spaces of bivariate piecewise polynomials ofdegree 2r and smoothness order r. SIAM Journal on Numerical Analysis . 1990
  • 10Feng, Y.Y,Kozak, J,Zhang, M.On the Dimension of the C-1 Spline Space for theMorgan--Scott Triangulation from the Blossoming Approach. Advanced Topics in Multivariate Approximation . 1997

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