Perfect credit markets
Perfect information
Absence of shocks to employment/wages
Frisch -> evolutionary wage changes that leave lifetime utility unaffected (substitution effect)
Marshallian -> unexpected wage changes that affect total lifetime utility (income and substitution effect)
We have to observe the same individuals reacting to wage changes -> panel data
We need to control for permanent differences between individuals
First differences regression
Fixed effects regression
Instead of regressing the dependent variable in levels on the independent variable in levels, we regress them in differences, so we look at changes in them.
It implicitly controls for permanent differences between individuals, since they drop out when taking differences
It is a regression using panel data in which we include one dummy variable for each individual. This way, we account for unobservable permanent differences among individuals, such as intelligence or ability.
At the begining, MP of labour increases due to specialization, but at some point it starts decreasing because it gets crowd
We cannot just add all the industry LD curves together because we have to take into account general equilibrium: when all firms increase their workforce, they also increase their output, so prices fall. When prices fall, VMPE falls as well, which makes firms to hire less than they would just adding all the curves.
Because only firms paying wages smaller or equal to the VAPE will be maing profits and thus be participating in the market