Applications of optimally local interpolation to interpolatory approximants and compactly supported wavelets
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Publication:4878533
DOI10.1090/S0025-5718-96-00672-2zbMath0860.41005MaRDI QIDQ4878533
Charles K. Chui, Johan M. de Villiers
Publication date: 14 May 1996
Published in: Mathematics of Computation (Search for Journal in Brave)
quasi-interpolantscompactly supported waveletsinterpolatory approximationcompactly supported spline waveletsminimally supported fundamental functionsoptimally local interpolation
Related Items (9)
High quality local interpolation by composite parametric surfaces ⋮ A general framework for the construction of piecewise-polynomial local interpolants of minimum degree ⋮ Optimal local refinable interpolants ⋮ Non-uniform interpolatory curve subdivision with edge parameters built upon compactly supported fundamental splines ⋮ Histopolating splines ⋮ Polynomial-based non-uniform interpolatory subdivision with features control ⋮ Local interpolation with optimal polynomial exactness in refinement spaces ⋮ Real-time dynamics acquisition from irregular samples — With application to anesthesia evaluation ⋮ Peano kernel error analysis for quadratic nodal spline interpolation
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