5: Some fundamentals about Democratic Decision-making Flashcards

1
Q

Arrow’s theorem

A

under no circumstances is there a group preference ordering that could sensibly be called the public interest

Arrow’s theorem is not telling us things always go wrong but there is no guarantee that things go well

in a specific framework, it is impossible to find a social welfare function which simultaneously satisfies all conditions: universal domain, independence of irrelative alternatives, non-dictatorship, transitivity and unanimity

institutional trilemma between stable outcomes, universal admissibility and non-dictatorship

shows that even when individuals are rational, a group might not be

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2
Q

conditions of Arrow’s theorem: universal domain

A

aggregation rule has to satisfy normative criteria for all possible collections of alternatives and rational individual preferences

voting must account for all individual preferences

all choices are equal - violated with unbalanced choices

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3
Q

conditions of Arrow’s theorem: independence of irrelevant alternatives

A

kind of basic coherence/consistency

one should not be able to manipulate social preference by introducing new alternatives

e.g. IIA is violated if an election’s winning candidate would have won if the losing candidate was taken out

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4
Q

conditions of Arrow’s theorem: non-dictatorship

A

wishes of multiple voters should be taken into consideration

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5
Q

conditions of Arrow’s theorem: unanimity

A

if every individual in society prefers X to Y, then social preference should be X to Y

basic standard of aggregation rule to represent views of individuals in society

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6
Q

conditions of Arrow’s theorem: transitivity

A

if X is preferred to Y, and Y is preferred to Z, then X is preferred to Z

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7
Q

4 functions of elections

A
  1. aggregate and represent voters’ conflicting preferences - use vote as a means to come to a decision
  2. aggregate dispersed information about the correct political decisions
    - different pieces of information as to how to effectively put into place policy changes to achieve a particular goal
  3. address an adverse selection problem by allowing the citizens to select the most competent individuals for public office
  4. provide a mechanism to control moral hazard, by holding elected officials accountable to the citizens
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8
Q

Borda count aggregation

A

give each preference a number of points

e.g. max number of points for the alternative you like the most, that -1 for the next best alternative, etc.

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9
Q

median voter theorem

A

50% of the population below that voter and 50% of the population above them

in some ways, can be the ‘deciding’ vote in an election

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