Description Usage Arguments Value Author(s) Examples
Computes the Gram matrix of the gaussian kernel over a grid of values and computes its singular value decomposition.
1 |
grid |
grid of points where the kernel function is evaluated. |
sigma |
is the temperature of the kernel (standard deviation) |
r |
the dimension of the basis system of the Gran matrix (K). If missing then r is the rank of K. |
tol |
A tolerance to keep the first d eigenvalues of A. Default = 1e-08. |
grid |
grid of points where the kernel function is evaluated. |
K |
Kernel Gram matrix |
U |
first r eigenvectors of K using svd. |
D |
first r eigenvectors of K using svd. |
J. Cugliari and N. Hernández
1 2 |
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