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3. The Gaussian kernel

3. The Gaussian kernel

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The Gaussian kernel is defined in 1-D, 2D and N-D respectively as ... process of observation s can never become zero. For, this would imply making an observation through an infinitesimally small aperture, which is impossible. The factor of 2 in the exponent is a matter of convention,

  Process, Kernel, Gaussian, Gaussian kernel

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