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The basis function of wavelets is scaled based on frequency.
The Gaussian radial basis function is rejected as the radial basis function of choice, due to uncertainty regarding an appropriate value for the spread constant.
Then the response of the structure is obtained using the finite element method under each wavelet basis function of different scale.
This paper presents a state-space hemodynamic model by which any event-related hemodynamic prediction function (i.e., the basis function of the design matrix in the general linear model) is obtained as an output of the model.
Second, the basis function of wave atom is different from that of conventional wavelet.
Jüttler [7] derived an explicit formula for the dual basis function of Bernstein polynomials.
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Four different basis functions of radial basis function (RBF) surrogate model are adopted for achieving more accurate solutions for structural optimization and reliability analysis.
This finding is employed here to examine the performance of Hermite functions as basis functions of global scale spectral solvers.
The fuzzy basis functions of the controllers to be designed are different from those of the IT2 fuzzy model.
We demonstrate different aspects of its workability by optimizing PAW basis functions of some elements relatively abundant in planetary interiors.
Sampling error is typically ignored when quantifying the principal components, or, equivalently, basis functions of the KLE.
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