42. Suppose that we have three people I, II, III and three alternatives a, b, c....
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42. Suppose that we have three people I, II, III and three alternatives a, b, c. Suppose the preference orderings are as follows: a a b b c a c b c Consider the following semi-strange social choice procedure: Alter- native c wins unless two or more people vote for a (in which case a wins) or all three people vote for b (in which case b wins). Show that "vote for b" weakly dominates vote for c" for Player I. 42. Suppose that we have three people I, II, III and three alternatives a, b, c. Suppose the preference orderings are as follows: a a b b c a c b c Consider the following semi-strange social choice procedure: Alter- native c wins unless two or more people vote for a (in which case a wins) or all three people vote for b (in which case b wins). Show that "vote for b" weakly dominates vote for c" for Player I.
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Income Tax Fundamentals 2013
ISBN: 9781285586618
31st Edition
Authors: Gerald E. Whittenburg, Martha Altus Buller, Steven L Gill
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