Pages that link to "Item:Q1750810"
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The following pages link to Selection of an interval for variable shape parameter in approximation by radial basis functions (Q1750810):
Displaying 12 items.
- Trigonometric variable shape parameter and exponent strategy for generalized multiquadric radial basis function approximation (Q438003) (← links)
- A random variable shape parameter strategy for radial basis function approximation methods (Q443592) (← links)
- An alternative procedure for selecting a good value for the parameter \(c\) in RBF-interpolation (Q618779) (← links)
- Geometric selection of centers for radial basis function approximations involved in intensive computer simulations (Q1300477) (← links)
- An interval for the shape parameter in radial basis function approximation (Q1740138) (← links)
- Numerical solution to coupled Burgers' equations by Gaussian-based Hermite collocation scheme (Q1741693) (← links)
- The sample solution approach for determination of the optimal shape parameter in the multiquadric function of the Kansa method (Q1999687) (← links)
- Ghost-point based radial basis function collocation methods with variable shape parameters (Q2040822) (← links)
- An algorithm for choosing a good shape parameter for radial basis functions method with a case study in image processing (Q2104159) (← links)
- Development of the Kansa method for solving seepage problems using a new algorithm for the shape parameter optimization (Q2203781) (← links)
- Sparse radial basis function approximation with spatially variable shape parameters (Q2323479) (← links)
- On the new variable shape parameter strategies for radial basis functions (Q2516798) (← links)
