Question: 11.1 Pseudo-dimension and monotonic functions. Assume that is a strictly monotonic function and let H be the family of functions de ned

11.1 Pseudo-dimension and monotonic functions.

Assume that  is a strictly monotonic function and let   H be the family of functions de ned by   H = f(h()) : h 2 Hg, where H is some set of real-valued functions. Show that Pdim(  H) = Pdim(H).

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