Question: OLG setup two generations at every point in time. Old agents value the consumption of the current young generation, with a weight and so they
OLG setup two generations at every point in time. Old agents value the consumption of the current young generation, with a weight and so they consume part of their savings and distribute the rest as bequest for the current young generation. Young agents use labour income and the received bequest to consume and save. Assume f no population growth, no capital depreciation and that labour is inelastically supplied by the young.
(a) Setup the households problem
(b) Find the household optimality conditions. How do the conditions compare to those of the planners problem seen in class?
(c) What are the efficiency conditions? How may = 0 violate efficiency?
(d) Discuss how can the bequest affect wealth inequality and the persistency of wealth inequality across generations? How does your answer depend on the interest rate level?
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