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Prove the special case of Theorem 4.2.5 in which the fun

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Prove the special case of Theorem 4.2.5 in which the function g is twice continuously differentiable and X is one-dimens

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Prove the special case of Theorem 4.2.5 in which the function g is twice continuously differentiable and X is one-dimensional. You may assume that a twice continuously differentiable convex function has nonnegative second derivative. Hint: Expand g(X) around its mean using Taylor

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