Biharmonic subdivision on Riemannian manifolds produces fourth-order smooth interpolants via reduced ODEs from the biharmonic equation and proximity analysis, outperforming four-point and eight-point classical schemes in fairness energy.
Interpolation through an iterative scheme
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Biharmonic Subdivision on Riemannian Manifolds
Biharmonic subdivision on Riemannian manifolds produces fourth-order smooth interpolants via reduced ODEs from the biharmonic equation and proximity analysis, outperforming four-point and eight-point classical schemes in fairness energy.