| [1] Eaves B C. Computing Stationary Points. Mathematical Programming Study, 1978, 7: 1–14
[2] Sonnenschein H F. Do Walras’s law and continuity characterize the class of continuity excess demand functions? J Economic Theory, 1973, 6: 345–354
[3] Huang H, Zhang S. Propositions of five equilibria examples for 3×2 CES / LES pure exchange economies. International Journal of Information Technology and Decision Making, 2004, 4: 1–22
[4] Kehoe T J. An index theorem for general equilibrium models with production. Econometrica, 1980, 48: 1211–1232
[5] Kehoe T J. Regular production economies. Journal of Mathematical Economics, 1982, 10: 147–176
[6] Kehoe T J. A numerical investigation of multiplicity of equilibria//Manne A S. Economic Equilibrium: Model Formulation and Solution. Mathematical Programming Study 23, Amsterdam: North-Holland, 1985
[7] Kehoe T J. Computation and multiplicity of equilibria//Hildenbrand W, Sonnenschein H. Handbook of Mathematical Economics Volumn 4, Chapter 38. Elsevier Science Publishers, 1991
[8] Mas-Collel A. The Theory of General Economic Equilibrium –A Differentiable Approach. Cambridge: Cambridge University Press, 1985
[9] Samuelson P A. Foundations of Economic Analysis. Harvard University Press, 1947
[10] Shapley L S, Shubik M. An example of A trading economy with three competitive equilibria. Journal of Political Economy, 1977, 85: 873–875
[11] Shi X, Zhang S. Exploring multiple equilibria for symmetric 2 × 2 CES / LES pure exchange economies. Applies Mathematica — A Journal of Chinese Universities, 2010, 25: 137–154
[12] Shoven J B, Whalley J. Applying General Equilibrium. Cambridge University Press, 1992
[13] Whalley J, Zhang S. Parametric persistence of multiple equilibria in an economy directly calibrated to 5 equilibria. Under Revision for Quantitative Economics, 2011 |