A new class of surface divergence-free kernel interpolants preserves the scalar kernel's Sobolev order with m=1 and adds a multiplier-preserving inverse Laplace-Beltrami variant.
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Divergence-free interpolation of tangential vector fields via matrix-valued kernels
A new class of surface divergence-free kernel interpolants preserves the scalar kernel's Sobolev order with m=1 and adds a multiplier-preserving inverse Laplace-Beltrami variant.