na2

Fortran subroutines for B-nets of box splines on three- and four- directional meshes. We describe an algorithm to compute the B-nets of bivariate box splines on a three-or four-directional mesh. Two pseudo Fortran programs for those B-nets are given. (netlib numeralgo na2)


References in zbMATH (referenced in 20 articles , 1 standard article )

Showing results 1 to 20 of 20.
Sorted by year (citations)

  1. Guo, Weihong; Lai, Ming-Jun: Box spline wavelet frames for image edge analysis (2013)
  2. Shao, Peihui; Stewart, Neil F.: Managing uncertainty and discontinuous condition numbers in geometric computation (2013)
  3. Zeng, Xiaoming; Zhou, Guorong; Yang, Lianqiang: Best bounds on the distance between 3-direction quartic box spline surface and its control net (2013)
  4. Kim, Minho; Peters, Jörg: Symmetric box-splines on the $\cal A^*_n$ lattice (2010)
  5. Kim, Minho; Peters, Jörg: Fast and stable evaluation of box-splines via the BB-form (2009)
  6. Sorokina, Tatyana; Zeilfelder, Frank: An explicit quasi-interpolation scheme based on $C^1$ quartic splines on type-1 triangulations (2008)
  7. Sun, Hanqiu; Wang, Huawei; Chen, Hui; Qin, Kaihuai: Touch-enabled haptic modeling of deformable multi-resolution surfaces (2007)
  8. Casciola, G.; Franchini, E.; Romani, L.: The mixed directional difference-summation algorithm for generating the Bézier net of a trivariate four-direction box-spline (2006)
  9. Lai, Ming-Jun: Construction of multivariate compactly supported prewavelets in $L_2$ space and pre-Riesz bases in Sobolev spaces (2006)
  10. Lai, Ming-Jun; Nam, Kyunglim: Tight wavelet frames over bounded domains (2006)
  11. Lai, Ming-Jun; Stöckler, Joachim: Construction of multivariate compactly supported tight wavelet frames (2006)
  12. Nouisser, O.; Sbibih, D.: Interpolation by new B-splines on a four directional mesh of the plane. (2004)
  13. Nouisser, O.; Sbibih, D.; Sablonnière, P.: Pairs of B-splines with small support on the four-directional mesh generating a partition of unity (2004)
  14. He, Wenjie; Lai, Ming-Jun: Construction of trivariate compactly supported biorthogonal box spline wavelets (2003)
  15. Sablonnière, Paul: H-splines and quasi-interpolants on a three directional mesh (2003)
  16. He, Wenjie; Lai, Ming-Jun: Construction of bivariate compactly supported biorthogonal box spline wavelets with arbitrarily high regularities (1999)
  17. Lai, M.J.: On fundamental solutions for multivariate singular interpolation (1996)
  18. Sablonnière, Paul: Quasi-interpolants associated with $H$-splines on a three-direction mesh (1996)
  19. de Boor, Carl: On the evaluation of box splines (1993)
  20. Lai, Ming-Jun: Fortran subroutines for B-nets of box splines on three- and four- directional meshes (1992)