- 1 Introduction
- 2 Some Background on Polynomials and GrÄobner Bases
- 2.1 Polynomials
- 2.2 The Exact Computation of All Solutions
- 2.3 Bounding the Number of Zeros
- 2.4 A Parametric Shape Lemma
- 2.5 Detecting Multiple Solutions
- 3 Gröbner Basis Computation with Singular
- 3.1 Parameters
- 3.2 Critical Points
- 3.3 Failure of Shape Lemma
- 4 Multiple Perfect Bayesian Equilibria
- 4.1 An Arms Race Game with Cheap Talk
- 4.2 Polynomial Speci¯cation of the Game
- 5 Multiple Nash Equilibria in Strategic Market Games
- 5.1 Multiple Arrow-Debreu Equilibria
- 5.2 A Strategic Market Game
- 6 Multiple Steady States in OLG Models
- 6.1 A Stationary OLG Model
- 6.2 Polynomial Equilibrium System
- 6.3 Uniqueness for ¾ = 2
- 6.4 Larger Coe±cients of Risk Aversion
- 7 Conclusion
- Appendix
- References
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