First Page | Document Content | |
---|---|---|
Date: 2013-07-17 18:49:46Dynamic programming Equations Control theory Bellman equation Optimal design Loss function Macroeconomic model Statistics Statistical theory Mathematical optimization | Monetary Policy Under Uncertainty and LearningAdd to Reading ListSource URL: larseosvensson.seDownload Document from Source WebsiteFile Size: 550,31 KBShare Document on Facebook |
Model Predictive Control Anders Hansson October 7, 2010 It is well-known that it is complicated to derive optimal control in feedback form. Usually one has to solve the dynamic programming or Bellman equation,DocID: 1uLN4 - View Document | |
DOC DocumentDocID: 1rtSh - View Document | |
Recursive utility using the stochastic maximum principle Knut K. Aase ∗DocID: 1rbM8 - View Document | |
History dependent public policies David Evans ∗ Thomas J. Sargent‡†DocID: 1r49V - View Document | |
American Economic Review 2012, 102(4): 1663–1691 http://dx.doi.orgaerRisk Aversion and the Labor Margin in Dynamic Equilibrium Models† By Eric T. Swanson*DocID: 1qPn8 - View Document |