Limiting distributions for continuous state Markov voting models

Davis OA, DeGroot MH, Hinich MJ (1972) Social preference orderings and majority rule. Econometrica 40:147?157

Doob JL (1953) Stochastic processes. John Wiley, New York

Ferejohn J, Fiorina M, Packel E (1980) Nonequilibrium solutions for legislative systems. Behav Sci 25:140?148

Kendall MG (1961) A course in the geometry of n dimensions. Hafner, New York

Kramer GH (1977) A dynamical model of political equilibrium. J Econ Theory 16:310?344

Kushner H (1971) Introduction to stochastic control. Holt Rinehart and Winston, New York

McKelvey R, Packel E (1981) Methods of comparison of Markov processes by stochastic dominance. Social Science Working Paper # 395. California Institute of Technology

McKelvey RD (1976) Intransitivities in multidimensional voting models and some implications for agenda control. J Econ Theory 12:472?482

McKelvey RD (1979) General conditions for global intransitivities in formal voting models. Econometrica 47:1085?1112

Packel E (1981) A stochastic solution concept for n-person games. Math Oper Res 6:349?362

Plott CR (1967) A notion of equilibrium and its possibility under majority rule. Am Econ Rev 57:787?806

Royden HL (1963) Real analysis. Macmillan. New York

Schofield N (1980) Generic properties of simple Bergson-Samuelson welfare functions. J Math Econ 7:175?192

Schofield N (1983) Equilibria in simple dynamic games. In: Pattanaik PK, Salles M (eds) Social choice and welfare. North Holland, New York, pp 269?284

Smart DR (1980) Fixed point theorems. Cambridge University Press, Cambridge