Solving the stochastic growth model by backsolving with a particular nonlinear form for the decision rule

Mathematics

• Decision Rules 83%
• Growth Model 76%
• Euler Equations 65%
• Stochastic Model 64%
• Equilibrium Model 46%
• Quadratic Approximation 44%
• Linear Approximation 37%
• Approximation Error 36%
• Sector 35%
• Forcing 33%
• Shock 33%
• Disturbance 32%
• Form 28%
• Boundary conditions 22%
• Simulation 21%
• Standards 18%
• Class 10%

Business & Economics

• Stochastic Growth Model 100%
• Euler Equations 90%
• Decision Rules 69%
• Stochastic Equilibrium 50%
• Approximation Error 50%
• Neoclassical Growth Model 42%
• Exogenous Shocks 39%
• Boundary Conditions 36%
• Violations 32%
• Approximation 28%
• Simulation 22%

Social Sciences

• equilibrium model 51%
• simulation 26%