Prove corollary 2.1.1. If, in addition to the hypotheses of theorem 2.1, the objective function displays strictly
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If, in addition to the hypotheses of theorem 2.1, the objective function displays strictly increasing differences in (x, θ), the optimal correspondence
is always increasing. Every selection from
Transcribed Image Text:
φ(6) arg max xe G(9) f(x
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As in the proof of the theorem let 1 2 belong to with 2 1 Choose any optimal solutions x 1 1 and x 2 ...View the full answer
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