Prove that the partitioning estimate defined by (2.1) satisfies (2.8).
Hint: Let F be defined by (2.7) and let mn be the partitioning estimate defined by (2.1). Show by the aid of Problem 2.1 that, for any f ∈ F,
n i=1 |f(Xi) − Yi| 2 = n i=1 |f(Xi) − mn(Xi)| 2 + n i=1 |mn(Xi) − Yi| 2 .
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