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→Pseudoinverse solution for the linear weights: i don't agree with unique local minimum (there can be a affine space of equivalent solutions) |
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|image1=Normalized radial basis functions.svg
|caption1=Figure 3: Two normalized radial basis functions in one input dimension ([[logistic function|sigmoids]]). The basis function centers are located at <math> c_1=0.75 </math> and <math> c_2=3.25 </math>.
|image2=3 Normalized radial basis functions.svg
|caption2=Figure 4: Three normalized radial basis functions in one input dimension. The additional basis function has center at <math> c_3=2.75 </math>
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