Why Parties Aldrich Collective Action problems - PowerPoint PPT Presentation

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Why Parties Aldrich Collective Action problems

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Independent Voting Outcome All bills pass Payoff (-2A , -2B , -2C) Pareto optimal result : Defeat all ... Party of A and B: Outcome Pass only X Payoff (4,3,-9) ... – PowerPoint PPT presentation

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Title: Why Parties Aldrich Collective Action problems


1
Why Parties? (Aldrich)Collective Action problems
  • Independent Voting Outcome All bills pass Payoff
    (-2A , -2B , -2C)
  • Pareto optimal result Defeat all bills Payoff
    (0, 0, 0)
  • Party of A and B Outcome Pass only X Payoff
    (4,3,-9)

2
Collective Action problems with Universalism
  • Independent Voting Outcome All bills fail Payoff
    (0A , 0B , 0C)
  • Pareto optimal result Pass all bills Payoff
    (1, 1, 1)
  • Universalism norm Pass all bills Payoff (1,
    1, 1)
  • Expected utility of minimal voting coalition
    (Weingast 1979) Payoff (2/3,2/3,2/3) Each mvc
    member receives 2, Each non mvc member receives
    -2 probability to be mvc member 2/3
    Exp.utility (2/3)(2) (1/3)(-2)2/3
  • Party of A and B Outcome Pass bills X and Y
    Payoff (2,2,-2)

3
Social Choice problems (only one bill to approve)
  • Round-robin tournament Y beats Z (A,C) Z beats
    X(B,C) X beats Y (A,B) ??
  • Sequential agendasincere voting

4
Social Choice problems (only one bill to approve)
  • Round-robin tournament Y beats Z (A,C) Z beats
    X(B,C) X beats Y (A,B) ??
  • Sequential agenda sophisticated voting

5
Social Choice problems (only one bill to approve)
  • Round-robin tournament Y beats Z (A,C) Z beats
    X(B,C) X beats Y (A,B) ??
  • Equiprobable order of voting Expected outcome
    (-2/3, -2/3, -2/3)
  • Temporary coalitions cycle.
  • Party of A and B Outcome Pass X. Payoff (4,3,-9)

6
Absence of a Social Choice problem
  • Round-robin tournament X beats Y (A,B) ,Y beats
    Z (A,C) X beats Z (A,C)Outcome X
  • Sequential agenda sincere voting

7
Absence of a Social Choice problem
  • Round-robin tournament X beats Y (A,B) ,Y beats
    Z (A,C) X beats Z (A,C)Outcome X
  • Sequential agenda sophisticated voting

8
Social Choice problems (only one bill to approve)
  • Round-robin tournament X beats Y (A,B) ,Y beats
    Z (A,C) X beats Z (A,C)Outcome X
  • Equiprobable order of voting All pass X. Payoff
    (4,3,3)
  • Temporary coalitions (A,B),(B,C), (A,C) pass X.
    Payoff (4,3,3)
  • Party of A and B Outcome Pass X. Payoff (4,3,3)
  • No incentive for party formation!!
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