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eigenvalues of matrices or operators

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Gaussian kernel eigenfunctions

In the notation of the question, $$ \int f(x,y)\nu(y)dy=W_\sigma\ast \nu(x) $$ where $W_\sigma(x)=e^{-|x|^2/2\sigma^2}$ and $\ast$ denotes convolution. Thus, if $$ \int f(x,y)\nu(y)dy=\lambda\nu(x) …
Andrew Ursitti's user avatar