Pages that link to "Item:Q3648552"
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The following pages link to Optimal Consumption in a Growth Model with the Cobb–Douglas Production Function (Q3648552):
Displaying 20 items.
- Optimal consumption of the stochastic Ramsey problem for non-Lipschitz diffusion (Q257776) (← links)
- Optimal normalized structure of demand and value added in a productive Leontief model (Q466335) (← links)
- Mean field games for stochastic growth with relative utility (Q520355) (← links)
- Consumption paths under prospect utility in an optimal growth model (Q621265) (← links)
- Optimal dividend payments in the stochastic Ramsey model (Q963030) (← links)
- Optimal consumption of the finite time horizon Ramsey problem (Q1029127) (← links)
- Reliable optimal production control with Cobb-Douglas model (Q1383755) (← links)
- Optimal consumption in a stochastic Ramsey model with Cobb-Douglas production function (Q1950016) (← links)
- Optimal economic growth models with nonlinear utility functions (Q2031968) (← links)
- Approximating Nash equilibrium for optimal consumption in stochastic growth model with jumps (Q2084829) (← links)
- Regime switching optimal growth model with risk sensitive preferences (Q2164326) (← links)
- Optimal consumption models in economic growth (Q2382720) (← links)
- A robust consumption model when the intensity of technological progress is ambiguous (Q2690070) (← links)
- Optimal consumption analysis for a stochastic growth model with technological shocks (Q4620252) (← links)
- Optimal Consumption in the Stochastic Ramsey Problem without Boundedness Constraints (Q4627477) (← links)
- (Q5155541) (← links)
- Optimal Consumption in a Growth Model with the CES Production Function (Q5421606) (← links)
- The optimal consumption function in a Brownian model of accumulation. Part A: The consumption function as solution of a boundary value problem (Q5941454) (← links)
- (Q6075193) (← links)
- The consumption function in the Ramsey-Kass-Koopmanseconomic growth model in the case of a stationary saving function (Q6114066) (← links)
