Open rickecon opened 8 years ago
Add endogenous labor to model with the following period utility function with constant Frisch elasticity of labor supply (CFE):
u(c{s,t}, n{s,t} = \frac{(c{s,t})^{1 - \sigma} - 1}{1 - \sigma} - \chi^n \frac{(n{s,t})^{1 + \theta}}{1 + \theta}
where \theta = 1 / \epsilon, and where \epsilon is the Frisch elasticity of labor supply. A central estimate of \epsilon from Reichling and Whalen is 0.4. That results in \theta = 2.5.
If we have trouble with the functional form above, we can go to elliptical utility. @parkerrogers
Add endogenous labor to model with the following period utility function with constant Frisch elasticity of labor supply (CFE):
u(c{s,t}, n{s,t} = \frac{(c{s,t})^{1 - \sigma} - 1}{1 - \sigma} - \chi^n \frac{(n{s,t})^{1 + \theta}}{1 + \theta}
where \theta = 1 / \epsilon, and where \epsilon is the Frisch elasticity of labor supply. A central estimate of \epsilon from Reichling and Whalen is 0.4. That results in \theta = 2.5.