Package it.uniroma2.sag.kelp.kernel.standard

Class Summary

Class	Description
KernelMultiplication	Multiplication of Kernels Given the kernels \(K_1 \ldots K_n\), the combination formula is: \(\prod_{i}K_i\)
LinearKernelCombination	Weighted Linear Combination of Kernels Given the kernels \(K_1 \ldots K_n\), with weights \(c_1 \ldots c_n\), the combination formula is: \(\sum_{i}c_iK_i\)
NormalizationKernel	Normalization of a generic kernel K Normalization formula: \(K(x,y) = \frac{K(x,y)}{\sqrt{(K(x,x) \cdot K(y,y))}}\)
PolynomialKernel
RbfKernel	Radial Basis Function Kernel.