Recursive models of dynamic linear economies / Lars Hansen and Thomas J. Sargent.
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- 9780691042770 (hardcover : alk. paper)
- 330.01511352 23 H249
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330.0151 W195 Evolvodynamics - the mathematical theory of economic evolution : | 330.0151 W436 Income, wealth, and the maximum principle | 330.0151 Y94 Mathematical economics: prelude to the neoclassical model/ | 330.01511352 H249 Recursive models of dynamic linear economies / | 330.015118 Modeling Aggregate Behavior and Fluctuations in Economics: Stochastic Views of Interacting Agents | 330.015129434 Se439 Matrix algebra for applied economics | 330.01513 B918 Undergraduate introduction to financial mathematics |
Includes bibliographical references (p. 379-392) and index.
Part I: Overview --
1. Theory and econometrics --
Part II: Tools --
2. Linear stochastic difference equations --
3. Efficient computations --
Part III: Components of economies --
4. Economic environments --
5. Optimal resource allocations --
6. A commodity space --
7. Competitive economies --
Part IV: Representations and properties --
8. Statistical representations --
9. Canonical household technologies --
10. Examples --
11. Permanent income models --
12. Gorman heterogeneous households --
13. Complete markets aggregation --
14. Periodic models of seasonality--
References --
Subject index --
Author index --
MATLAB index.
Acknowledgements -- Preface -- Overview -- Theory and econometrics -- Tools -- Linear stochastic difference equations -- Efficient computations -- Components of economies -- Economic environments -- Optimal resource allocations -- A commodity space -- Competitive economies -- Representations and properties -- Statistical representations -- Canonical household technologies -- Examples -- Permanent income models -- Gorman heterogeneous households -- Complete markets aggregation -- References -- Subject index -- Author index -- MATLAB index.
Demonstrates the analytical benefits acquired when an analysis with a representative consumer is possible, they also characterize the restrictiveness of assumptions under which a representative household justifies a purely aggregative analysis.
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