Symmetric box-splines on the A*n lattice
Journal of Approximation Theory
IEEE Transactions on Signal Processing
Computer Aided Geometric Design
Symmetric box-splines on root lattices
Journal of Computational and Applied Mathematics
Quasi-interpolation on the body centered cubic lattice
EuroVis'09 Proceedings of the 11th Eurographics / IEEE - VGTC conference on Visualization
GPU isosurface raycasting of FCC datasets
Graphical Models
Rendering in shift-invariant spaces
Proceedings of Graphics Interface 2013
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We introduce and analyze an efficient reconstruction algorithm for FCC-sampled data. The reconstruction is based on the 6-direction box spline that is naturally associated with the FCC lattice and shares the continuity and approximation order of the triquadratic B-spline. We observe less aliasing for generic level sets and derive special techniques to attain the higher evaluation efficiency promised by the lower degree and smaller stencil-size of the $C^1$ 6-direction box spline over the triquadratic B-spline.