Question: 6.13 ( ) Show that the Fisher kernel, defined by (6.33), remains invariant if we make a nonlinear transformation of the parameter vector

6.13 () Show that the Fisher kernel, defined by (6.33), remains invariant if we make a nonlinear transformation of the parameter vector θ → ψ(θ), where the function

ψ(·) is invertible and differentiable.

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