If something is the 'kernel' of a transformation, say $K(x,x')$, does it mean I should take the integral $$\int K(x,x') f(x')dx'$$
There are many different meanings of kernel and I did not see their application as clear as this.
If something is the 'kernel' of a transformation, say $K(x,x')$, does it mean I should take the integral $$\int K(x,x') f(x')dx'$$
There are many different meanings of kernel and I did not see their application as clear as this.
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