Pages that link to "Item:Q937175"
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The following pages link to Approximation of surfaces with fault(s) and/or rapidly varying data, using a segmentation process, \(D^{m}\)-splines and the finite element method (Q937175):
Displaying 12 items.
- On an algorithm to adapt spline approximations to the presence of discontinuities (Q670490) (← links)
- Edge detection methods based on RBF interpolation (Q1713135) (← links)
- Detecting and approximating fault lines from randomly scattered data (Q1776173) (← links)
- On the reconstruction of discontinuous functions using multiquadric RBF-WENO local interpolation techniques (Q1998041) (← links)
- CS-RBF interpolation of surfaces with vertical faults from scattered data (Q2229859) (← links)
- Fast computation of triangular Shepard interpolants (Q2423565) (← links)
- Approximation spline de surfaces de type explicite comportant des failles (Q4360113) (← links)
- A regularization-correction approach for adapting subdivision schemes to the presence of discontinuities (Q6139251) (← links)
- Detecting and approximating decision boundaries in low-dimensional spaces (Q6202782) (← links)
- Fully accurate approximation of piecewise smooth functions using corrected B-spline quasi-interpolants (Q6543780) (← links)
- Variably scaled kernels: an overview (Q6556658) (← links)
- Interpolating functions with gradient discontinuities via variably scaled kernels (Q6557255) (← links)
