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Unformatted text preview: A , which is the %-maximal from the nonoptimal alternatives. The second-best proce-dure does not satisfy condition : If A contains all the elements in B besides the %-maximal, then C ( B ) A B but C ( A ) 6= C ( B ) . We will now show that condition is a sufFcient condition for a choice function to be formulated as if the decision maker is maxi-mizing some preference relation. Proposition: Assume that C is a choice function with a domain containing at least all subsets of X of size no greater than 3. If C satisFes , then there is a preference % on X so that C = C % ....
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- Fall '10