Classic PCA is a linear projection method that works well if the data is linearly separable. However, in the case of linearly non-separable data, a non-linear approach is required. The basic idea of working with linearly inseparable data is to project it into a space with a larger number of dimensions, where it becomes linearly separable. We can choose a non-linear mapping function, , so that the sample mapping, x, can be written as . This is called the kernel function. The term kernel describes a function that calculates the scalar ...
Kernel PCA
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