Unit 4: Endogenous Candidates C&D (2004) Flashcards
One idea in the endogenous candidates model is to allow the type of candidate to differ, therefore implemented policies depend on the C elected. Give an example of this. What are the two views around this type of model?
Evidences shows that more women elected -> more women friendly policies introduced.
View 1: Candidates CAN fully commit to policy before being elected, tf identity is irrelevant
View 2: Candidates CAN’T fully commit to policy before being elected
Explain the framework of Chattopadhyay and Duflo (2004)?
Same as O+S (1996) except citizen candidates can no longer commit to a specific policy, and there are different fixed costs of entry between candidates
Part of the C+D (2004) model we look at?
When citizens cannot commit to a specific policy THEREFORE they implement their preferred policy!
C+D (2004) What do we assume about candidates?
They KNOW each other’s preferences, and use voting (strategically) to influence the implemented policy!
C+D (2004) What country and area type does the study use?
India, village level
C+D (2004) How do costs vary between candidates?
Women have a higher fixed cost of running than men
C+D (2004) Policy space assumptions? (2)
1) W+Ms preferences can overlap
2) All preferences can be ordered on 1-D policy space
C+D (2004) Explain how the policy preferences are set-up in the model?
- A policy is chosen in the [0,1] interval
- Each citizen ideal policy: ω(i)
- Men and Women are assumed to have different preferences: W∈[0,W], M∈[M,1] (M can be less than W tf overlap allowed)
C+D (2004) Each citizen chooses whether to enter/not. What happens if they enter? What are the relative payoffs or entering and not entering?
If they enter they face a fixed cost: 𝛿, where 𝛿(W) greater than 𝛿(M).
Payoffs from implemented policy x(j):
Non-candidate citizen i payoff: -|x(j)-ω(i)|
Candidate citizen i payoff: -|x(j)-ω(i)| - 𝛿(i)
What is the fixed cost viewed as in the paper?
A reputation cost
What is the final policy implemented?
It is a MIX between the ideal policy of the elected candidate AND the elite’s policy option, μ’
2 reasons the elected candidate can’t implement exactly what their policy-stance is?
1) they may be vulnerable to elite’s wishes/pressures
2) they may be controlled by the village assembly
Assumption about the preferences of the elite?
They are more PRO-MALE than the MVs preferences:
μ’>m
Equation for the policy implemented by the winner?
x(j) = αω(j) + (1-α)μ’
What happens if no one enters?
μ’ is implemented