Complete equilibrium : Theory and applications

By:

Ellickson Bryan

Contributor(s):

Publication details: Cambridge Cambridge University Press 1994Description: 394p xixISBN:

9780521319881

Subject(s):

1. Equilibrium - Economics

DDC classification:

339.500000 ELL

Contents:

Table of contents List of illustrations; Preface; Acknowledgments; Part I. Exchange: 1. Mathematical prerequisites; 2. Walrasian equilibrium; 3. Pareto optimality and the core; 4. A numerical example; 5. Commodities and prices; 6. Summary; Part II. Production: 7. Geometry of vector spaces; 8. CRS production; 9. Alternative models of production; 10. Public goods and joint supply; 11. Summary; Part III. Aumann's Model: 12. Applying Aumann's model; 13. Dealing with nonconvexity; 14. Measure and integration; 15. Hedonic theory and local public goods; 16. Summary; Part IV. Topology: 17. Introduction to topology; 18. Topologies on vector spaces; 19. Summary; Part V. Best Response: 20. Preferences; 21. Existence of best response; 22. Continuity of best response; 23. Miscellany; 24. Summary; Part VI. Clearing Markets: 25. Homogeneity; 26. Existence of Walrasian equilibrium; 27. Computation of equilibria; 28. The excess demand theorem; 29. Kakutani fixed point theorem; 30. Summary; Part VII. Walras Meets Nash: 31. Noncooperative game theory; 32. Walrasian equilibrium; 33. External effects; 34. Nonconvexity; 35. Nonordered preferences; 36. Summary; Part VIII. What is Competition?:37. The second fundamental theorem; 38. Core equivalence; 39. Infinite dimensional commodity spaces; 40. The large square economy; 41. Summary; Bibliography; Index.

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Holdings
Item type	Current library	Shelving location	Call number	Status	Date due	Barcode
BOOKs	National Law School	MPP Section	339.5 ELL (Browse shelf(Opens below))	Available		34560

Table of contents
List of illustrations; Preface; Acknowledgments; Part I. Exchange: 1. Mathematical prerequisites; 2. Walrasian equilibrium; 3. Pareto optimality and the core; 4. A numerical example; 5. Commodities and prices; 6. Summary; Part II. Production: 7. Geometry of vector spaces; 8. CRS production; 9. Alternative models of production; 10. Public goods and joint supply; 11. Summary; Part III. Aumann's Model: 12. Applying Aumann's model; 13. Dealing with nonconvexity; 14. Measure and integration; 15. Hedonic theory and local public goods; 16. Summary; Part IV. Topology: 17. Introduction to topology; 18. Topologies on vector spaces; 19. Summary; Part V. Best Response: 20. Preferences; 21. Existence of best response; 22. Continuity of best response; 23. Miscellany; 24. Summary; Part VI. Clearing Markets: 25. Homogeneity; 26. Existence of Walrasian equilibrium; 27. Computation of equilibria; 28. The excess demand theorem; 29. Kakutani fixed point theorem; 30. Summary; Part VII. Walras Meets Nash: 31. Noncooperative game theory; 32. Walrasian equilibrium; 33. External effects; 34. Nonconvexity; 35. Nonordered preferences; 36. Summary; Part VIII. What is Competition?:37. The second fundamental theorem; 38. Core equivalence; 39. Infinite dimensional commodity spaces; 40. The large square economy; 41. Summary; Bibliography; Index.

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