.. _bibliography: Bibliography ============ .. note:: To reference an entry in this bibliography, use the format ``[key]_``, for example, ``[Mye91]_`` will link to the Myerson (1991) textbook entry. Articles on computation of Nash equilibria ------------------------------------------ .. [BlaTur23] Bland, J. R. and Turocy, T. L. 2023, 'Quantal response equilibrium as a structural model for estimation: the missing manual', *SSRN Working Paper*, no. 4425515. .. [Eav71] Eaves, B. C. 1971, 'The linear complementarity problem', *Management Science*, vol. 17, pp. 612-634. .. [GovWil03] Govindan, S. and Wilson, R. 2003, 'A global Newton method to compute Nash equilibria', *Journal of Economic Theory*, vol. 110, no. 1, pp. 65-86. .. [GovWil04] Govindan, S. and Wilson, R. 2004, 'Computing Nash equilibria by iterated polymatrix approximation', *Journal of Economic Dynamics and Control*, vol. 28, pp. 1229-1241. .. [Jiang11] Jiang, A. X., Leyton-Brown, K. and Bhat, N. 2011, 'Action-graph games', *Games and Economic Behavior*, vol. 71, no. 1, pp. 141-173. .. [KolMegSte94] Koller, D., Megiddo, N. and von Stengel, B. 1996, 'Efficient computation of equilibria for extensive two-person games', *Games and Economic Behavior*, vol. 14, pp. 247-259. .. [LemHow64] Lemke, C. E. and Howson, J. T. 1964, 'Equilibrium points of bimatrix games', *Journal of the Society of Industrial and Applied Mathematics*, vol. 12, pp. 413-423. .. [Man64] Mangasarian, O. 1964, 'Equilibrium points in bimatrix games', *Journal of the Society for Industrial and Applied Mathematics*, vol. 12, pp. 778-780. .. [McK91] McKelvey, R. 1991, 'A Liapunov function for Nash equilibria', California Institute of Technology. .. [McKMcL96] McKelvey, R. and McLennan, A. 1996, 'Computation of equilibria in finite games', in Amman, H., Kendrick, D. and Rust, J. (eds), *Handbook of Computational Economics*, Elsevier, pp. 87-142. .. [PNS04] Porter, R., Nudelman, E. and Shoham, Y. 2004, 'Simple search methods for finding a Nash equilibrium', *Games and Economic Behavior*, pp. 664-669. .. [Ros71] Rosenmuller, J. 1971, 'On a generalization of the Lemke-Howson algorithm to noncooperative n-person games', *SIAM Journal of Applied Mathematics*, vol. 21, pp. 73-79. .. [Sha74] Shapley, L. 1974, 'A note on the Lemke-Howson algorithm', *Mathematical Programming Study*, vol. 1, pp. 175-189. .. [Tur05] Turocy, T. L. 2005, 'A dynamic homotopy interpretation of the logistic quantal response equilibrium correspondence', *Games and Economic Behavior*, vol. 51, pp. 243-263. .. [Tur10] Turocy, T. L. 2010, 'Using quantal response to compute Nash and sequential equilibria', *Economic Theory*, vol. 42, no. 1, pp. 255-269. .. [VTH87] van der Laan, G., Talman, A. J. J. and van Der Heyden, L. 1987, 'Simplicial variable dimension algorithms for solving the nonlinear complementarity problem on a product of unit simplices using a general labelling', *Mathematics of Operations Research*, pp. 377-397. .. [Wil71] Wilson, R. 1971, 'Computing equilibria of n-person games', *SIAM Applied Math*, vol. 21, pp. 80-87. .. [Yam93] Yamamoto, Y. 1993, 'A path-following procedure to find a proper equilibrium of finite games', *International Journal of Game Theory*. General game theory articles and texts -------------------------------------- .. [Bag1995] Bagwell, K. 1995, 'Commitment and observability in games', *Games and Economic Behavior*, vol. 8, pp. 271-280. .. [Harsanyi1967a] Harsanyi, J. 1967, 'Games of incomplete information played by Bayesian players I', *Management Science*, vol. 14, pp. 159-182. .. [Harsanyi1967b] Harsanyi, J. 1967, 'Games of incomplete information played by Bayesian players II', *Management Science*, vol. 14, pp. 320-334. .. [Harsanyi1968] Harsanyi, J. 1968, 'Games of incomplete information played by Bayesian players III', *Management Science*, vol. 14, pp. 486-502. .. [KreWil82] Kreps, D. and Wilson, R. 1982, 'Sequential equilibria', *Econometrica*, vol. 50, pp. 863-894. .. [Kre90] Kreps, D. 1990, *A Course in Microeconomic Theory*, Princeton University Press. .. [McKPal95] McKelvey, R. and Palfrey, T. 1995, 'Quantal response equilibria for normal form games', *Games and Economic Behavior*, vol. 10, pp. 6-38. .. [McKPal98] McKelvey, R. and Palfrey, T. 1998, 'Quantal response equilibria for extensive form games', *Experimental Economics*, vol. 1, pp. 9-41. .. [Mye78] Myerson, R. 1978, 'Refinements of the Nash equilibrium concept', *International Journal of Game Theory*, vol. 7, pp. 73-80. .. [Nas50] Nash, J. 1950, 'Equilibrium points in n-person games', *Proceedings of the National Academy of Sciences*, vol. 36, pp. 48-49. .. [Och95] Ochs, J. 1995, 'Games with unique, mixed strategy equilibria: an experimental study', *Games and Economic Behavior*, vol. 10, pp. 202-217. .. [Rei2008] Reiley, D. H., Urbancic, M. B. and Walker, M. 2008, 'Stripped-down poker: a classroom game with signaling and bluffing', *The Journal of Economic Education*, vol. 4, pp. 323-341. .. [Sel75] Selten, R. 1975, 'Reexamination of the perfectness concept for equilibrium points in extensive games', *International Journal of Game Theory*, vol. 4, pp. 25-55. .. [vanD83] van Damme, E. 1983, *Stability and Perfection of Nash Equilibria*, Springer-Verlag, Berlin. Textbooks and general reference ------------------------------- .. [Mye91] Myerson, R. 1991, *Game Theory: Analysis of Conflict*, Harvard University Press. .. [Wat13] Watson, J. 2013, *Strategy: An Introduction to Game Theory*, 3rd edn, W. W. Norton & Company.