On Dynamic Games with Randomly Arriving Players

Bernhard P, Hamelin F (2016) Sharing a resource with randomly arriving foragers. Math Biosci 273:91–101 Breton M, Keoula MY (2012) Farsightedness in a coalitional great fish war. Environ Resour Econ 51:297–315 Breton M, Sbragia L, Zaccour G (2010) A dynamic model for international environmental agreements. Environ Resour Econ 45:25–48 Caines PE (2014) Mean field games. In: Samad T, Ballieul J (eds) Encyclopedia of systems and control. Springer, New York Davis MHA (1985) Control of piecewise-deterministic processes via discrete-time dynamic programming. In: Stochastic differential systems, Lecture Notes in control and information sciences 78:140–150. Springer De Sinopoli F, Meroni C, Pimienta C (2014) Strategic stability in Poisson games. J Econ Theory 153:46–63 De Sinopoli F, Pimienta C (2009) Undominated (and) perfect equilibria in Poisson games. Games Econ Behav 66:775–784 Ferguson ATS (2005) Selection by committee. In: Nowak A, Szajowski K (eds) Advances in dynamic games, vol 7. Annals of the International Society of Dynamic Games. Birkhäuser, Boston, pp 203–209 Haurie A, Leizarowitz A, van Delft C (1994) Boundedly optimal control of piecewise deterministic systems. Eur J Oper Res 73:237–251 Huang MY, Malhamé RP, Caines PE (2006) Large population stochastic dynamic games: closed loop McKean–Vlasov systems and the Nash certainty equivalence principle. Commun Inf Syst 6:221–252 Kordonis I, Papavassilopoulos GP (2015) LQ Nash games with random entrance: an infinite horizon major player and minor players of finite horizon. IEEE Trans Automat Contr AC 60:1486–1500 Lasry JM, Lions PL (2007) Mean field games. Jpn J Math 2:229–260 Levin D, Ozdenoren E (2004) Auctions with uncertain number of bidders. J Econ Theory 118:229–251 Makris M (2008) Complementarities and macroeconomics: Poisson games. Games Econ Behav 62:180–189 Matthews S (1987) Comparing auctions for risk averse buyers: a buyer’s point of view. Econometrica 55:633–646 McAfee RP, McMillan J (1987) Auctions with a stochastic number of bidders. J Econ Theory 43:1–19 McAfee RP, McMillan J (1987) Auctions with entry. Econ Lett 23:343–347 Mertens JF, Sorin S, Zamir S (2015) Repeated games. No. 55 in econometric society monographs. Cambridge Uninersity Press, Cambridge Milchtaich I (2004) Random-player games. Games Econ Behav 47:353–388 Münster J (2006) Contests with an unknown number of contestants. Public Choice 129:353–368 Myerson RB (1998) Extended Poisson games and the condorcet jury theorem. Games Econ Behav 25:111–131 Myerson RB (1998) Population uncertainty and Poisson games. Int J Game Theory 27:375–392 Myerson RB (2000) Large Poisson games. J Econ Theory 94:7–45 Neyman A, Sorin S (2003) Stochastic games. Kluwer Academic publishers, NATO ASI series Nowak A, Sloan E, Sorin S (2013) Special issue on stochastic games. Dyn Games Appl 3 Östling R, Tao-Yi Wang J, Chou EY, Camerer CF (2011) Testing game theory in the field: Swedish LUPI lottery games. Am Econ J Microecon 3:1–33 Piccione M, Tan G (1996) A simple model of expert and non expert bidding in first price auctions. J Econ Theory 70:501–515 Ritzberger K (2009) Price competition with population uncertainty. Math Soc Sci 58:145–157 Rubinstein A (2006) Dilemmas of an economic theorist. Econometrica 74:865–883 Rubinstein A (2012) Economic fables. Open Books Publishers, Cambridge Rubio JS, Ulph A (2007) An infinite-horizon model of dynamic membership of international environmental agreements. J Environ Econ Manag 54:296–310 Salo A, Weber M (2007) Ambiguity aversion in first-price sealed bid auctions. J Risk Uncertain 11:123–137 Samuelson WF (1985) Competitive bidding with entry costs. Econ Lett 17:53–57