Game Theory

Topics are

• Bargaining
• Usual Games
• Market Games
• Repeated Games
• Differential Games
• Evolutionary Games
• Stochastic Games
• Fuzzy Games
• Values

\begin{equation}{\label{a}}\tag{A}\mbox{}\end{equation}

Bargaining.

\item Agastya, M.:
Multiplayer Bargaining Situations: A Decision Theoretic Approach,
{\em Games and Economic Behavior} 12 (1996) 1-20.

\item Anbarci, N. and Bigelow, J.P.:
The Area Monotonic Solution to the Cooperative Bargaining Problem,
{\em Mathematical Social Sciences} 28 (1994) 133-142.

\item Anderson, R.M.:
Convergence of the Aumann-Davis-Maschler and Geanakoplos Bargaining Sets,
{\em Economic Theory} 11 (1998) 1-37.

\item Apartsin, Y. and Holzman, R.:
The Core and the Bargaining Set in Glove-Market Games,
{\em International Journal of Game Theory} 32 (2003) 189-204.

\item Asheim, G.B.:
A Unique Solution to $n$-Person Sequential Bargaining,
{\em Games and Economic Behavior} 4 (1992) 169-181.

\item Avery, C. and Zemsky, P.B.:
Option Values and Bargaining Delays,
{\em Games and Economic Behavior} 7 (1994) 139-153.

\item Bennett, E.:
Multilateral Bargaining Problems,
{\em Games and Economic Behavior} 19 (1997) 151-179.

\item Bolton, G.E. and Katok, E.:
Reinterpreting Arbitration’s Narcotic Effect: An Experimental Study of Learning in Repeated Bargaining,
{\em Games and Economic Behavior} 25 (1998) 1-33.

\item Bolton, G.E. and Zwick, R.:
Anonymity versus Punishment in Ultimatum Bargaining,
{\em Games and Economic Behavior} 10 (1995) 95-121.

\item Bossert, W.:
Rational Choice and Two-Person Bargaining,
{\em Journal of Mathematical Economics} 23 (1994) 549-563.

\item Bossert, W., Nosal, E. and Sadanand, V.:
Bargaining under Uncertainty and the Monotone Path Solutions,
{\em Games and Economic Behavior} 14 (1996) 173-189.

\item Calvo, E. and Guti\'{e}rrez, E.:
Extension of the Perles-Maschler Solution to $N$-Person Bargaining Games,
{\em International Journal of Game Theory} 23 (1994) 325-346.

\item Calvo, E. and Peters, H.:
Dynamics and Axiomatics of the Equal Area Bargaining Solution,
{\em International Journal of Game Theory} 29 (2000) 81-92.

\item Chang, C. and Kan, C.Y.:
The Kernel, the Bargaining Set and the Reduced Game,
{\em International Journal of Game Theory} 21 (1992) 75-83.

\item Chang, C. and Lee, Y.J.:
A Non-Weakly Balanced Game with Nonempty Bargaining Set,
{\em Journal of Mathematical Economics} 22 (1993) 195-198.

\item Chatterjee, K. and Lee, C.C.:
Bargaining and Search with Incomplete Information about Outside Options,
{\em Games and Economic Behavior} 22 (1998) 203-237.

\item Clemhout, S., Leitmann, G. and Wan, H.Y.:
Bargaining under Strike: A Differential Game View,
{\em Journal of Economic Theory} 11 (1975) 55-67.

\item Conley, J.P. and Wilkie, S.:
An extension of the Nash Bargaining Solution to Nonconvex Problems,
{\em Games and Economic Behavior} 13 (1996) 26-38.

\item Cripps, M.W.:
Markov Bargaining Games,
{\em Journal of Economic Dynamics and Control} 22 (1998) 341-355.

\item Einy, E. and Wettstein, D.:
Equivalence Between Bargaining Stes and the Core in Simple Games,
{\em International Journal of Game Theory} 25 (1991) 65-71.

\item Frankel, D.M.:
Creative Bargaining,
{\em Games and Economic Behavior} 23 (1998) 43-53.

\item Gale, D.:
Bargaining and Competition, Part I: Characterization; Part II Existence.
{\em Econometrica} 54 (1986) 785-818.

\item Garratt, R.:
On Bargaining for an Indivisible Good,
{\em Games and Economic Behavior} 26 (1999) 186-192.

\item Gomes, A., Hart, S. and Mas-Colell, A.:
Finite Horizon Bargaining and the Consistent Field,
{\em Games and Economic Behavior} 27 (1999) 204-228.

\item Granot, D., Granot, G. and Zhu, W.R.:
The Reactive Bargaining Set of Some Flow Games and of Superadditive Simple
Games,
{\em International Journal of Game Theory} 26 (1997) 207-214.

\item Granot, D. and Maschler, M.:
The Reactive Bargaining Set: Structure, Dynamics and Extension to NTU Games,
{\em International Journal of Game Theory} 26 (1997) 75-95.

\item Granot, D. and Rothblum, U.G.:
The Pareto Set of the Partition Bargaining Problem,
{\em Games and Economic Behavior} 3 (1991) 163-182.

\item Greenberg, J.:
On the Sensitivity of von Neumann and Morgenstern ABstract Stable Sets:
The Stable and the Individual Bargaining Set,
{\em International Journal of Game Theory} 21 (1992) 41-55.

\item Grossman, S.J. and Perry, M.:
Sequential Bargaining under Asymmetric Information,
{\em Journal of Economic Theory} 39 (1986) 120-154.

\item Gul, F.:
Bargaining Foundations of Shapley Value,
{\em Econometrica} 57 (1989) 81-95.

\item Harrison, G.W. and McCabe, K.A.:
Expectations and Fairness in a Simple Bargaining Experiment,
{\em International Journal of Game Theory} 25 (1996) 303-327.

\item Harsanyi, J.C.:
A Simplified Bargaining Model for the $n$-person Cooperative Game,
{\em International Economic Review} 4 (1963) 194-220.

\item Harsanyi, J.C. and Selten, R.:
A Generalized Nash Solution for Two-Person Bargaining Games with Incomplete
Information,
{\em Management Science} 18 (1972) 80-106.

\item Hart, S. and Mas-Colell, A.:
Bargaining and Value,
{\em Econometrica} 64 (1996) 357-380.

\item Hoffman, E., McCabe, K., Shachat, K. and Smith, V.:
Preferences, Property Rights, and Anonymity in Bargaining Games,
{\em Games and Economic Behavior} 7 (1994) 346-380.

\item Holzman, R.:
The Comparability of the Classical and the Mas-Colell Bargaining Sets,
{\em International Journal of Game Theory} 29 (2001) 543-553.

\item Houba, H.:
The Policy Bargaining Model,
{\em Journal of Mathematical Economics} 28 (1997) 1-27.

\item Hu, C.-C.:
A Noncooperative Interpretation of the Aumann-Davis-Maschler Bargaining Set,
{\em Mathematical Social Sciences} 54 (2007) 203-217.

\item Imai, H. and Salonen, H.:
The Representative Nash Solution for Two-Sided Bargaining Problems,
{\em Mathematical Social Sciences} 39 (2000) 349-365.

\item Kalai, E. and Smorodinsky, M.:
Other Solutions to Nash’s Bargaining Problem,
{\em Econometrica} 43 (1975) 513-518.

\item Kambe, S.:
Bargaining with Imperfect Commitment,
{\em Games and Economic Behavior} 28 (1999) 217-237.

\item Kaneko, M.:
The Ordered Field Property and a Finite Algorithm for the Nash Bargaining Solution,
{\em International Journal of Game Theory} 20 (1992) 227-236.

\item Kibris, O.:
Egalitarianism in Ordinal Bargaining: The Shapley-Shubik Rule,
{\em Games and Economic Behavior} 49 (2004) 157-170.

\item Krishina, V. and Serrano, R.:
Perefct Equilibria of a Model of $N$-Person Noncooperative Bargaining,
{\em International Journal of Game Theory} 24 (1995) 259-272.

\item Lahiri, S.:
Threat Bargaining Games with a Variable Population,
{\em International Journal of Game Theory} 19 (1990) 91-100.

\item Lu, X. and McAfee, R.P.:
The Evolutionary Stability of Auctions over Bargaining,
{\em Games and Economic Behavior} 15 (1996) 228-254.

\item Maschler, M.:
An Advantage of the Bargaining Set over the Core,
{\em Journal of Economic Theory} 13 (1976) 184-192.

\item Maschler, M., Peleg, B. and Shapley, L.S.:
The Kernel and Bargaining Set for Convex Games,
{\em International Journal of Game Theory} 1 (1972) 73-93.

\item Mas-Colell, A.:
An Equivalence Theorem for a Bargaining Set,
{\em Journal of Mathematical Economics} 18 (1989) 129-139.

\item McCabe, K.A., Rassenti, S.J. and Smith, V.L.:
Reciprocity, Trust, and Payoff Privacy in Extensive Form Bargaining,
{\em Games and Economic Behavior} 24 (1998) 10-24.

\item Moldovanu, B.:
Price Indeterminacy and Bargaining in a Market with Indivisibilities,
{\em Journal of Mathematical Economics} 22 (1993) 581-597.

\item Montero, M. and Okada, A.:
Risky Versus Riskless Bargaining Procedures: The Aumann-Roth Controversy Revisited,
{\em The Japaness Economic Review} 58 (2007) 294-304.

\item Muthoo, A.:
Bargaining without Commitment,
{\em Games and Economic Behavior} 2 (1990) 291-297.

\item Nash, J.F.:
The Bargaining Problem,
{\em Econometrica} 18 (1950) 155-162.

\item Neuefeind, W.:
A Stochastic Bargaining Process for $n$-Person Games,
{\em Journal of Mathematical Economics} 1 (1974) 175-191.

\item Okada, A.:
A Noncooperative Coalitional Bargaining Game with Random Proposers,
{\em Games and Economic Behavior} 16 (1996) 97-108.

\item Peters, H., Tijs, S. and Zarzuelo, J.:
A Reduced Game Property for the Kalai-Smorodinsky and Egalitarian Bargaining
Solutions,
{\em Mathematical Social Sciences} 27 (1994) 11-18.

\item Ponsati, C. and S\'{a}kovics, J.:
Multiperson Bargaining over Two Alteenatives,
{\em Games and Economic Behavior} 12 (1996) 226-244.

\item Ponsati, C. and Watson, J.:
Multiple-Issue Bargaining and Axiomatic Solutions,
{\em International Journal of Game Theory} 26 (1997) 501-524.

\item Reyniers, D.J.:
Relative Impatience Determines Preference between Contract Bargaining and
Repeated Bargaining,
{\em International Journal of Game Theory} 29 (2000) 165-176.

\item Roemer, J.E.:
Axiomatic Bargaining Theory on Economic Environments,
{\em Journal of Economic Theory} 45 (1988) 1-31.

\item Roth, A.E.:
Independence of Irrelevant Alternative, and Solutions to Nash’s Bargaining
Problem,
{\em Journal of Economic Theory} 16 (1977) 247-251.

\item Rubinstein, A.:
Perfect Equilibrium in a Bargaining Model,
{\em Econometrica} 50 (1982) 97-108.

\item Rubinstein, A. and Safra, Z. and Thomson, W.:
On the Interpretation of the Nash Bargaining Solution and Its Extension
to Non-Expected Utility Preferences,
{\em Econometrica} 60 (1992) 1171-1186.

\item Safra, Z. and Zilcha, I.:
Bargaining Solutions without the Expected Utility Hypothesis,
{\em Games and Economic Behavior} 5 (1993) 288-306.

\item S\'{a}nchez, M.C.:
Rationality of Bargaining Solutions,
{\em Journal of Mathematical Economics} 33 (2000) 389-399.

\item Schjodt, U. and Sloth, B.:
Bargaining Sets with Small Coalitions,
{\em International Journal of Game Theory} 23 (1994) 49-55.

\item Segendorff, B.:
Delegation and Threat in Bargaining,
{\em Games and Economic Behavior} 23 (1998) 266-283.

\item Selten, R. and Kuon, B.:
Demand Commitment Bargaining in Three-Person Quota Game Experiments,
{\em International Journal of Game Theory} 22 (1993) 261-277.

\item Shaked, A. and Sutton, J.:
Involuntary Unemployment as a Perefct Equilibrium in a Bargaining Model,
{\em Econometrica} 52 (1984) 1351-1364.

\item Shimomura, K.-I.:
Quasi-Cores in Bargaining Sets,
{\em International Journal of Game Theory} 26 (1997) 283-302.

\item Solymosi, T.:
On the Bargaining Set, Kernel and Core of Superadditive Games,
{\em International Journal of Game Theory} 28 (1999) 229-240.

\item Sprumont, Y.:
On the Discrete Version of the Aumann-Shapley Cost-Sharing Method,
{\em Econometrica} 73 (2005) 1693-1712.

\item Sudh\”{o}lter, P. and Potters, A.M.:
The Semireactive Bargaining Set of a Cooperative Game,
{\em International Journal of Game Theory} 30 (2001) 117-139.

\item Thomson, W.:
A Class of Solutions to Bargaining Problems,
{\em Journal of Economic Theory} 25 (1981) 431-441.

\item Valenciano, F. and Zarzuelo, J.M.:
On the Interpretation of Nonsymmetric Bargaining Solutions and Their
Extension to Nonexpected Utility Preferences,
{\em Games and Economic Behavior} 7 (1994) 461-472.

\item Van Damme, E.:
The Nash Bargaining Solution is Optimal,
{\em Journal of Economic Theory} 38 (1986) 78-100.

\item Van Damme, Selten, R. and Winter, E.:
Alternating Bid Bargaining with a Smallest Money Unit,
{\em Games and Economic Behavior} 2 (1990) 188-201.

\item Van Huyck, J., Battalio, R., Mathur, S. and Van Huyck, P.:
On the Origin of Convention: Evidence from Symmetric Bargaining Games,
{\em International Journal of Game Theory} 24 (1995) 187-212.

\item Vidal-Puga, J.J.:
Bargaining with Commitments,
{\em International Journal of Game Theory} 33 (2004) 129-144.

\item Vind, K.:
Two Characterizations of Bargaining Sets,
{\em Journal of Mathematical Economics} 21 (1992) 89-97.

\item Vohra, R.:
An Existence Theorem for a Bargaining Set,
{\em Journal of Mathematical Economics} 20 (1991) 19-34.

\item Wang, R.:
Separating Equilibria in a Continuous-Time Bargaining Model with
Two-Sided Uncertainty,
{\em International Journal of Game Theory} 29 (2000) 229-240.

\item Weg, E., Papoport, A. and Felsenthal, D.S.:
Two-Person Bargaining Behavior in Fixed Discounting Factorsa Ganes with
Infinite Horizon,
{\em Games and Economic Behavior} 2 (1990) 76-95.

\item Weinberger, C.J.:
Selective Accptance and Inefficiency in a Two-Issue Complete Information
Bargaining Game,
{\em Games and Economic Behavior} 31 (2000) 262-293.

\item Winter, E.:
On Bargaining Position Descriptions in Non-Transferable Utility Games,
{\em International Journal of Game Theory} 21 (1992) 191-211.

\item Young, H.P.:
An Evolutionary Model of Bargaining,
{\em Journal of Economic Theory} 59 (1993) 145-168.

\item Zhou, L.:
A New Bargaining Set of an $N$-Person Game and Endogenous Coalition
Formation,
{\em Games and Economic Behavior} 6 (1994) 512-526.

\begin{equation}{\label{b}}\tag{B}\mbox{}\end{equation}

Usual Games.

\item Aarts, H., Hoede, K. and Funaki, Y.:
A Marginalistic Value for Monotonic Set Games,
{\em International Journal of Game Theory} 26 (1997) 97-111.

\item Abdou, J.:
Maxmin and Minmax for Coalitional Game Forms,
{\em Games and Economic Behavior} 3 (1991) 267-277.

\item Abdou, J.:
Nash and Strongly Consistent Two-Player Game Forms,
{\em International Journal of Game Theory} 24 (1995) 345-356.

\item Abdou, J.:
Tight and Effectively Rectangular Game Forms: A Nash Solvable Class,
{\em Games and Economic Behavior} 23 (1998) 1-11.

\item Apartsin, Y. and Holzman, R.:
The Core and the Bargaining Set in Glove-Market Games,
{\em International Journal of Game Theory} 32 (2003) 189-204.

\item Arin, J. and Inarra, E.:
Egalitarian Solutions in the Core,
{\em International Journal of Game Theory} 30 (2001) 187-193.

\item Aumann, R.J.:
On the Non-Transferable Utility Value: A Comment on the Roth-Shafer Examples,
{\em Econometrica} 53 (1985) 667-677.

\item Bilbao, J.-M.:
Values and Potential of Games with Cooperation Structure,
{\em International Journal of Game Theory} 27 (1998) 131-145.

\item Billera, L.J.:
Some Theorems on the Core of an $n$-Person Game without Side Payments,
{\em SIAM Journal of Applied Mathematics} 18 (1970) 567-579.

\item Billera, L.J.:
On Games without Side Payments Arising from a General Class of Markets,
{\em Journal of Mathematical Economics} 1 (1974) 129-139.

\item Branzei, R., Tijs, S. and Timmer, J.:
Information Collecting Situations and Bi-Monotonic Allocation Schemes,
{\em Mathematical Methods of Operations Research} 54 (2001) 303-313.

\item Curiel, I.J., Maschler, M. and Tijs, S.H.:
Bankruptcy Games,
{\em Mathematical Methods of Operations Research} 31 (1987) 143-159.

\item Curiel, I., Pederzoli, G. and Tijs, S.:
Sequencing Games,
{\em European Journal of Operational Research} 40 (1989) 344-351.

\item Lai, H.-C. and Tanaka, K. :
Non-cooperativve N-person Game with a Stopped Set.
{\em J. Math. Anal. and Appl.} 85 (1982) 153-171.

\item Balder, E.J.:
An Equilibrium Existence Result for Games with Incomplete Information and
Indeterminate Outcomes,
{\em Journal of Mathematical Economics} 40 (2004) 297-320.

\item Borm, P., Vermeulen, D. and Voorneveld, M.:
The Structure of the Set of Equilibria for Two Person Multicriteria Games,
{\em European Journal of Operational Research} 148 (2003) 480-493.

\item Casas-M\'{e}ndez, B., Garc\'{i}a-Jurado, I., van den Nouweland, A. and
V\'{a}zquez-Brage, M.:
An Extension of the $\tau$-Value to Games with Coalition Structures,
{\em European Journal of Operational Research} 148 (2003) 494-513.

\item de Clippel, G., Peters, H. and Zank, H.:
Axiomatizing the Harsanyi Solution, the Symmetric Egalitarian Solution and
the Consistent Solution for NTU-Games,
{\em International Journal of Game Theory} 33 (2004) 145-158.

\item Denneberg, D.:
Totally Monotone Core and Products of Monotone Measures,
{\em International Journal of Approximate Reasoning} 24 (2000) 273-281.

\item Derks, J. and Gilles, R.P.:
Hierarchical Organization Structures and Constraints on Coalition Formation,
{\em International Journal of Game Theory} 24 (1995) 147-163.

\item Ding, X.P.:
Maximal Element Theorems in Product FC-Spaces and Generalized Games,
{\em Journal of Mathematical Analysis and Applications} 305 (2005) 29-42.

\item Dutta, B. and Ray, D.:
A Concept of Egalitarianism under Participation Constraints,
{\em Econometrica} 57 (1989) 615-635.

\item Echenique, F.:
Extensive-Form Games and Strategic Complementarities,
{\em Games and Economic Behavior} 46 (2004) 348-364.

\item Faigle, U.:
Cores of Games with Restricted Cooperation,
{\em Mathematical Methods of Operations Research} 33 (1989) 405-422.

\item Facchinei, F., Fischer, A. and Piccialli, V.:
On Generalized Nash Game and Variational Inequalities,
{\em Operations Research Letters} 35 (2007) 159-164.

\item Harris, C.J., Stinchocombe, M.B. and Zame, W.R.:
Nearly Compact and COntinuous Normal Form Games: Characterizations and
Equilibrium Existence,
{\em Games and Economic Behavior} 50 (2005) 208-224.

\item Harsanyi, J.C. and Selten, R.:
A Generalized Nash Solution for Two-Person Bargaining Games with Incomplete
Information,
{\em Management Science} 18 (1972) 80-106.

\item Hougaard, J.L., Peleg, B. and Thorlund-Perersen, L.:
On the Set of Lorenz-Maximal Imputations in the Core of a Balanced Game,
{\em International Journal of Game Theory} 30 (2001) 147-165.

\item Justman, M.:
Iterative Processes with “Nucleolar” Restrictions,
{\em International Journal of Game Theory} 6 (19??) 189-212.

\item Klijn, F., Slikker, M., Tijs, S. and Zarzuelo, J.:
The Egaliratian Solution for Convex Games: Some Characterization,
{\em Mathematical Social Sciences} 40 (2000) 111-121.

\item Lai, H.-C. and Tanaka, K. :
A Noncooperative N-person Semi-markov Game with a Seperable Metric State
Space.
{\em Applied Mathematics and Optimization} 11 (1984) 23-42.

\item Lai, H.-C. and Tanaka, K. :
On an N-person Noncooperative Markov Game with a Metric State Space.
{\em J. Math. Anal. and Appl.} 101 (1984) 78-96.

\item Lai, H.-C. and Tanaka, K. :
On a D-solution of a Cooperative M-person Discounted Markov Game.
{\em J. Math. Anal. and Appl.} 115 (1986) 578-591.

\item Lai, H.-C. and Tanaka, K. :
An N-person Noncooperative Discounted Vector-valued Dynamic Game with a
Metric Space.
{\em Applied Mathematics and Optimization} 16 (1987) 135-146.

\item Llerena, F. and Rafels, C.:
The Vector Lattice Structure of the $n$-Person TU Games,
{\em Games and Economic Behavior} 54 (2006) 373-379.

\item Levy, A. and McLean, R.P.:
Weighted Coalition Structure Values,
{\em Games and Economic Behavior} 1 (1989) 234-249.

\item Maschler, M.:
$n$-Person Games with Only $1,n-1$ and $n$-Person Permissible Coalitions,
{\em Journal of Mathematical Analysis and Applications} 6 (1963) 230-256.

\item Maschler, M. and Peleg, B.:
The Structure of the Kernel of a Cooperative Game,
{\em SIAM Journal of Applied Mathematics} 15 (1967) 569-604.

\item Mart\{i}nez-de-Alb\'{e}niz, F.J. and Rafels, C.:
An Intersection Theorem in TU Cooperative Game Theory,
{\em International Journal of Game Theory} 33 (2004) 107-114.

\item Muto, S., Nakayama, M., Potters, J. and Tijs, S.:
On Big Boss Games,
{\em The Economic Studies Quarterly} 39 (1988) 303-321.

\item Meinhardt, H.:
An LP Approach to Compute the Pre-kernel for Cooperative Games,
{\em Computers and Operations Research} 33 (2006) 535-557.

\item Muto, S., Potters, J. and Tijs, S.:
Information Market Games,
{\em International Journal of Game Theory} 18 (1989) 209-226.

\item Myerson, R.B.:
Graphs and Coperation in Games,
{\em Mathematics of Operations Research} 2 (1977) 225-229.

\item Nash, J.F.:
Two-Person Cooperative Games,
{\em Econometrica} 21 (1953) 128-140.

\item Nau, R.F., Canovas, S.G. and Hansen, P.:
On the Geometry of Nash Equilibria and Correlated Equilibria,
{\em International Journal of Game Theory} 32 (2003) 443-453.

\item Owen, G.:
Multilinear Extensions of Games,
{\em Management Science} 18 (1972) 64-79.

\item Peleg, B.:
On the Reduced Game Property and Its Converse,
{\em International Journal of Game Theory} 15 (19??) 187-200.

\item Peleg, B., Potters, J, and Tijs, S.:
Minimality of Consistent Solutions for Strategic Games, in Particular
for Potential Games,
{\em Economic Theory} 7 (1996) 81-93.

\item Polowczuk, W.:
Pure Nash Equilibria in Finite Two-Person Non-Zero-Sum Games,
{\em International Journal of Game Theory} 32 (2003) 229-240.

\item Potters, J.A.M.:
An Axiomatization of the Nucleolus,
{\em International Journal of Game Theory} 19 (1991) 365-373.

\item Potters, J, Poos, R. and Tijs, S.:
Clan Games,
{\em Games and Economic Behavior} 1 (1989) 275-293.

\item Potters, J. and Reijnierse, H.:
$\Gamma$-Component Additive Games,
{\em International Journal of Game Theory} 24 (1995) 49-56.

\item Potters, J. and van Winden, F.:
Comparative Statics of a Signaling Game: An Experimental Study,
{\em International Journal of Game Theory} 25 (1996) 329-353.

\item Potters, J.A.M. and Tijs, S.H.:
The Nucleolus of Matrix Game and other Nucleoli,
{\em Mathematics of Operations Research} 17 (1992) 164-174.

\item Roth, A.E.:
Subsolutions and the Supercore of Cooperative Games,
{\em Mathematics of Operations Research} 1 (1976) 43-49.

\item Roth, A.E.:
Values for Games without Side Payments: Some Difficulties with Current
Concept,
{\em Econometrica} 48 (1980) 457-466.

\item Rothblum, U.G.:
Bounding the Inefficiency of Nash Equilibria in Games with Finitely
Many Players,
{\em Operations Research Letters} 35 (2007) 700-706.

\item Roughgarden, T. and Tardos, E.:
Bounding the Inefficiency of Equilibria in Nonatomic Congestion Games,
{\em Games and Economic Behavior} 47 (2004) 389-403.

\item S\'{a}iz, M.E. and Hendrix, E.M.T.:
Methods for Computing Nash Equilibria of a Location-Quantity Game,
{\em Computers and Operations Research} 35 (2008) 3311-3330.

\item Shafer, W.J.:
On the Existence and Interpretation of Value Allocation,
{\em Econometrica} 48 (1980) 467-476.

\item Shapley, L.S.:
Cores of Convex Games,
{\em International Journal of Games Theory} 1 (1971) 11-26.

\item Stanford, W.:
Individually Rational Pure Strategies in Large Games,
{\em Games and Economic Behavior} 47 (2004) 221-233.

\item Stinchcombe, M.B.:
Nash Equilibrium and Generalized Integration for Infinite Normal Form Games,
{\em Games and Economic Behavior} 50 (2005) 332-365.

\item Tanaka, K. and Lai, H.-C. :
A Two-person Zero-sum Markov Game with a Stopped Set.
{\em J. Math. Anal. and Appl.} 86 (1982) 54-68.

\item Thomson, W.:
Independence of Irrelevant Expansions,
{\em International Journal of Game Theory} 10 (1981) 107-114.

\item van den Nouweland, A., Tijs, S., Potters, J. and Zarzuelo, J.:
Cores and Related Solution Concepts for Multi-Choice Games,
{\em Mathematical Methods of Operations Research} 41 (1995) 289-311.

\item Vidal-Puga, J.J.:
Bargaining with Commitments,
{\em International Journal of Game Theory} 33 (2004) 129-144.

\item Voorneveld, M., Tijs, S. and Grahn, S.:
Monotonic Allocation Schemes in Clan Games,
{\em Mathematical Methods of Operations Research} 56 (2002) 439-449.

\item Weyers, S.:
Convergence to Competitive Equilibria and Elimination of No-Trade (in a
Strategic Market Game with Limit Prices),
{\em Journal of Mathematical Economics} 40 (2004) 297-320.

\item Yanovskaya, E.:
Consistent and Covariant Solutions for TU Games,
{\em International Journal of Game Theory} 32 (2003) 485-500.

\item Yu, P.L. :
Second-Order Game Problem : Decision Dynamics in Gaming Phenomena.
{\em Journal of Optimization Theory and Applications} 27 (1979) 147-166.

\item Abreu, D. and Pearce, D.G.:
On the Inconsistency of Certain Axioms on Solution Concepts for
Noncooperative Games,
{\em Journal of Economic Theory} 34 (1984) 169-174.

\item Frenk, J.B.G., Kassay, G. and Protasov, V.:
On Borel Probability Measures and Noncooperative Game Theory,
{\em Optimization} 54 (2005) 81-101.

\item Rothblum, U.G.:
Bounding the Inefficiency of Nash Equilibria in Games with Finitely Many Players,
{\em Operations Research Letters} 35 (2007) 700-706.

\item Scalzo, V.:
Hadamard Well-posedness in Discontinuous Noncooperative Games,
{\em Journal of Mathematical Analysis and Applications} 360 (2009) 697-703.

\item S\'{a}iz, M.E. and Hendrix, E.M.T.:
Methods for Computing Nash Equilibria of a Location-Quantity Game,
{\em Computers and Operations Research} 35 (2008) 3311-3330.

\item van der Laan, G. and Talman, A.J.J.:
On the Computation of Fixed Points in the Product Spaces of Unit Simplices and an Application to Noncooperative $N$ Person Games,
{\em Mathematics of Operations Research} 7 (1982) 1-13.

\begin{equation}{\label{c}}\tag{C}\mbox{}\end{equation}

Market Games.

\begin{enumerate}

\item Aghion, P.:
On the Generic Inefficiency of Differentiable Market Games.
{\em Journal of Economic Theory} 37 (1985) 126-146.

\item Apartsin, Y. and Holzman, R.:
The Core and the Bargaining Set in Glove-Market Games,
{\em International Journal of Game Theory} 32 (2003) 189-204.

\item Bergstrom, T.C. and Varian, H.R.:
When do Market Games Have Transferable Utility,
{\em Journal of Economic Theory} 35 (1985) 222-233.

\item Butnariu, D. and Klement, E.P.:
Core, Value and Equilibria for Market Games: On a Problem of Aumann and
Shapley,
{\em International Journal of Game Theory} 25 (1991) 149-160.

\item Cordella, T. and Gabszewicz, J.J.:
“Nice” Trivial Equilibria in Strategic Market Games,
{\em Games and Economic Behavior} 22 (1998) 162-169.

\item Dubey, P.:
Nash Equilibria of Market Games: Finiteness and Inefficiency,
{\em Journal of Economic Theory} 22 (1980) 363-376.

\item Dubey, P., Geanakoplos, J. and Shubik, M.:
The Revelation of Information in Strategic Market Games,
{\em Journal of Mathematical Economics} 16 (1987) 105-137.

\item Dubey, P., Mas-Colell, A. and Shubik, M.:
Efficiency Properties of Strategic Market Games: An Axiomatic Approach,
{\em Journal of Economic Theory} 22 (1980) 339-362.

\item Geanakoplos, J., Karatzas, I., Shubik, M. and Sudderth, W.:
A Strategic Market Game with Active Banckruptcy,
{\em Journal of Mathematical Economics} 34 (2000) 359-396.

\item Giraud, G.:
Strategic Market Games: An Introduction,
{\em Journal of Mathematical Economics} 39 (2003) 355-375.

\item Hart, S.:
Measure-Based Values of Market Games,
{\em Mathematics of Operations Research} 5 (1980) 197-228.

\item Jayawardene, A.K. and Shubik, M.:
Trade with Assignats or Landbank Money: Equilibria in a Finite-Person
Strategic Market Game,
{\em Journal of Mathematical Economics} 27 (1997) 143-162.

\item Karatzas, I., Shubik, M. and Sudderth, W.D.:
A Strategic Market game with Secured Lending,
{\em Journal of Mathematical Economics} 28 (1997) 207-247.

\item Muto, S., Potters, J. and Tijs, S.:
Information Market Games,
{\em International Journal of Game Theory} 18 (1989) 209-226.

\item Peck, J., Shell, K. and Spear, S.E.:
The Market Game: Existence and Structure of Equilibrium,
{\em Journal of Mathematical Economics} 21 (1992) 271-299.

\item Shapley, L.S. and Shubik, M.:
On Market Games,
{\em Journal of Economic Theory} 1 (1969) 9-25.

\item Taumann, Y.:
Value on a Class of Non-Differentiable Market Games,
{\em International Journal of Game Theory} 10 (1982) 155-162.

\item Weyers, S.:
Convergence to Competitive Equilibria and Elimination of No-Trade (in a
Strategic Market Game with Limit Prices),
{\em Journal of Mathematical Economics} 40 (2004) 297-320.

\begin{equation}{\label{d}}\tag{D}\mbox{}\end{equation}

Repeated Games.

\item Abreu, D.:
On the Theory of Infinitely Repeated Games with Discounting,
{\em Econometrica} 56 (1988) 383-396.

\item Abreu, D., Dutta, P.K. and Smith, L.:
The Folk Theorem for Repated Games: A NEU Condition,
{\em Econometrica} 62 (1994) 939-948.

\item Banks, J.S. and Sundaram, R.K.:
Repeated Games, Finite Automata, and Complexity,
{\em Games and Economic Behavior} 2 (1990) 97-117.

\item Benoit, J.-P. and Krishna, V.:
Finitely Repeated Games,
{\em Econometrica} 53 (1985) 905-922.

\item Ben-Porath, E.:
The Complexity of Computing a Best Response Automation in Repeated Games
with Mixed Strategies,
{\em Games and Economic Behavior} 2 (1990) 1-12.

\item Ben-Porath, E.:
Repeated Games with Finite Automata,
{\em Journal of Economic Theory} 59 (1993) 17-32.

\item Bergin, J.:
A Model of Strategic Behaviour in Repeated Games,
{\em Journal of Mathematical Economics} 21 (1992) 113-153.

\item Binmore, K. and Samuelson, L.:
Evolutionary Stability in Repeated Games Played by Finite Automata,
{\em Journal of Economic Theory} 57 (1992) 278-305.

\item Blume, A.:
Intraplay Comminication in Repeated Games,
{\em Games and Economic Behavior} 6 (1994) 181-211.

\item Chen, K.-P.:
Compensation Principle in Repeated Games,
{\em Games and Economic Behavior} 16 (1996) 1-21.

\item Cho, I.-K.:
Perceptrons Play Repeated Games with Imperfect Monitoring,
{\em Games and Economic Behavior} 16 (1996) 22-53.

\item Coulomb, J.M.:
Repeated Games with Absorbing States and No Signals,
{\em International Journal of Game Theory} 21 (1992) 161-174.

\item Cronshaw, M.B. and Luenberger, D.G.:
Strongly Symmetric Subgame Perfect Equilibria in Infinitely
Repeated Games with Perfect Monitoring and Discounting,
{\em Games and Economic Behavior} 6 (1994) 220-237.

\item Domansky, V.C. and Kreps, V.L.:
“Eventually Revealing” Repeated Games with Incomplete Information,
{\em International Journal of Game Theory} 23 (1994) 89-99.

\item Forges, F. and Minelli, E.:
A Property of Nash Equilibria in Repeated Games with Incomplete Information,
{\em Games and Economic Behavior} 18 (1997) 159-175.

\item Fudenberg, D. and Maskin, E.:
The Folk Theorem in Repeated Games with Discounting or with Incomplete
Information,
{\em Econometrica} 54 (1986) 533-554.

\item Fudenberg, D. and Maskin, E.:
On the Dispensability of Public Randomization in Discounted Repeated Games,
{\em Journal of Economic Theory} 53 (1991) 428-438.

\item Gilboa, I.:
The Complexity of Computing Best-Response Automata in Repeated Games,
{\em Journal of Economic Theory} 45 (1988) 342-352.

\item Gilboa, I. and Schmeidler, D.:
Infinite Histories and Steady Orbits in Repeated Games,
{\em Games and Economic Behavior} 6 (1994) 370-399.

\item Gossner, O.:
The Folk Theorem for Finitely Repeated Games with Mixed Strategies,
{\em International Journal of Game Theory} 24 (1995) 95-107.

\item Heuer, M.:
Asymptotically Optimal Strategies in Repeated Games with Incomplete
Information,
{\em International Journal of Game Theory} 20 (1992) 377-392.

\item Israeli, E.:
Sowing Doubt Optimally in Two-Person Repeated Games,
{\em Games and Economic Behavior} 28 (1999) 203-216.

\item Jones, M. and Zhang, J.:
Rationality and Bounded Information in Repeated Games, with Applications
to the Iterated Prisoner’s Dilemma,
{\em Journal of Mathematical Psychology} 48 (2004) 334-354.

\item Joosten, R., Peters, H. and Thuijsman, F.:
Unlearning by bot Doing: Repeated Games with Vanishing Actions,
{\em Games and Economic Behavior} 9 (1995) 1-7.

\item Jordan, J.S.:
Bayesian Learning in Repeated Games,
{\em Games and Economic Behavior} 9 (1995) 8-20.

\item Kalai, E. and Stanford, W.:
Finite Rationality and Interpersonal Complexity in Repeated Games,
{\em Econometrica} 56 (1988) 397-410.

\item Kohlberg, E.:
Repeated Games with Absorbing States,
{\em The Annals of Statistics} 2 (1974) 724-738.

\item Lehere, E.:
Repeated Games with Stationary Bounded Recall Strategies,
{\em Journal of Economic Theory} 46 (1988) 130-144.

\item Lehrer, E.:
Nash Equilibria of $n$-Player Repeated Games with Semi-Standard Information,
{\em International Journal of Game Theory} 19 (1990) 191-217.

\item Lehrer, E.:
Internal Correlation in Repeated Games,
{\em International Journal of Game Theory} 19 (1991) 431-456.

\item Lehrer, E.:
On the Equilibrium Payoffs Set of Two Player Repeated Games with Imperfect
Monitoring,
{\em International Journal of Game Theory} 20 (1991) 211-226.

\item Lehrer, E.:
Finitely Many Players with Bounded Recall in Infinitely Repeated Games,
{\em Games and Economic Behavior} 7 (1994) 390-405.

\item Lehrer, E. and Sorin, S.:
$\epsilon$-Consistent Equilibrium in Repeated Games,
{\em International Journal of Game Theory} 27 (1998) 231-244.

\item Lipman, B.L. and Srivastava, S.:
Informational Requirements and Strategic Complexity in Repeated Games,
{\em Games and Economic Behavior} 2 (1990) 273-290.

\item Mass\'{o}, J.:
Undiscounted Equilibrium Payoffs of Repeated Games with a Continuum of
Players,
{\em Journal of Mathematical Economics} 22 (1993) 243-264.

\item Mertens, J.-F.:
The Speed of Convergence in Repeated Games with Incomplete Information on
One Side,
{\em International Journal of Game Theory} 27 (1998) 343-357.

\item Nachbar, J.H.:
Prediction, Optimization, and Learning in Repeated Games,
{\em Econometrica} 65 (1997) 275-309.

\item Nachbar, J.H. and Zame, W.R.:
Non-computable Strategies and Discounted Repeated Games,
{\em Economic Theory} 8 (1996) 103-122.

\item Neyman, A.:
Bounded Complexity Justifies Cooperation in the Finitely Repeated
Prisoners’ Dilemma,
{\em Economics Letters} 19 (1985) 227-229.

\item Neyman, A. and Okada, D.:
Strategic Entropy and Complexity in Repeated Games,
{\em Games and Economic Behavior} 29 (1999) 191-223.

\item Neyman, A. and Okada, D.:
Repeated Games with Bounded Entropy,
{\em Games and Economic Behavior} 30 (2000) 228-247.

\item Neyman, A. and Okada, D.:
Two-person Repeated Games with Finite Automata,
{\em International Journal of Game Theory} 29 (2000) 309-325.

\item Neyman, A. and Sorin, S.:
Equilibria in Repeated Games of Incomplete Information: The General Symmetric
Case,
{\em International Journal of Game Theory} 27 (1998) 201-210.

\item Osborne, M.J.:
Signaling, Forward Induction, and Stability in Finitely Repeated Games,
{\em Journal of Economic Theory} 50 (1990) 22-36.

\item Radner, R., Myerson, R. and Maskin, E.:
An Example of a Repeated Partnership Game with Discounting and with
Uniformly Inefficient Equilibria,
{\em Review of Economic Studies} 53 (1986) 59-69.

\item Raff, H. and Schmidt, D.:
Cumbersome Coordination in Repeated Games,
{\em International Journal of Game Theory} 29 (2000) 101-118.

\item Renault, J. and Tomala:
Learning the State of Nature in Repeated Games with Incomplete Information
and Signals,
{\em Games and Economic Behavior} 47 (2004) 124-156.

\item Renault, J. and Tomala:
Communication Equlibrium Payoffs in Repeated Games with Imperfect Monitoring,
{\em Games and Economic Behavior} 49 (2004) 313-344.

\item Sabourian, H.:
Repeated games with $M$-Period Bounded Memory (Pure Strategies),
{\em Journal of Mathematical Economics} 30 (1998) 1-35.

\item Salant, D.J.:
A Repeated Game with Finitely Lived Overlapping Generations of Players,
{\em Games and Economic Behavior} 3 (1991) 244-259.

\item Shalev, J.:
Nonzero-Sum Two-Person Repeated Games with Incomplete Information and
Known-Own Payoffs,
{\em Games and Economic Behavior} 7 (1994) 246-259.

\item Sorin, S.:
Merging, Reputation, and Repeated Games with Incomplete Information,
{\em Games and Economic Behavior} 29 (1999) 274-308.

\item Tomala, T.:
Pure Equilibria of Repeated Games with Public Ovservation,
{\em International Journal of Game Theory} 27 (1998) 93-109.

\item Tomala, T.:
Nash Equilibria of Repeated Games with Observable Payoff Vectors,
{\em Games and Economic Behavior} 28 (1999) 310-324.

\item Urbano, A. and Vila, J.E.:
Unmediated Communication in Repeated Games with Imperfect Monotoring,
{\em Games and Economic Behavior} 46 (2004) 143-173.

\item Watson, J.:
Reputation in Repeated Games with No Discounting,
{\em Games and Economic Behavior} 15 (1996) 82-109.

\item Wen, Q.:
The “Folk Theorem” for Repeated Games with Complete Information,
{\em Econometrica} 62 (1994) 949-954.

\item Wen, Q.:
On Renegotiation-Proof Equilibria in Finitely Repeated Games,
{\em Games and Economic Behavior} 13 (1996) 286-300.

\item Yariv, L.:
A Note on Repeated Games with Non-Monotonic Value,
{\em International Journal of Game Theory} 26 (1997) 229-234.

\item Yoon, K.:
The Effective Minimax Value of Asynchronously Repeated Games,
{\em International Journal of Game Theory} 32 (2003) 431-442.

\begin{equation}{\label{e}}\tag{E}\mbox{}\end{equation}

Differential Games.

\item Barucci, E.:
Differential Games with Nonconvexities and Positive Spillovers,
{\em European Journal of Operational Research} 121 (2000) 193-204.

\item Chen, B.-S., Tseng, C.-S. and Uang, H.-J.:
Fuzzy Differential Games for Nonlinear Stochstic Systems: Suboptimal
Approach,
{\em IEEE Trans. on Fuzzy Systems} 10 (2002) 222-233.

\item Cheng, L. and Hart, D.:
The Local Stability of an Open-Loop Nash Equilibrium in a Finite Horizon
Differential Game,
{\em Journal of Mathematical Economics} 12 (1983) 139-147.

\item Clemhout, S., Leitmann, G. and Wan, H.Y.:
Bargaining under Strike: A Differential Game View,
{\em Journal of Economic Theory} 11 (1975) 55-67.

\item De Zeeuw, A.:
Note on “Nash and Stackelberg Solution in a Differential Game Model of
Capitalism”,
{\em Journal of Economic Dynamics and Control} 16 (1992) 139-145.

\item Ghosh, M.K. and Kumar, K.S.:
A Stochastic Differential Game in the Orthrant,
{\em J. Math. Anal. Appl.} 265 (2002) 12-37.

\item Haurie, A. and Roche, M.:
Turnpikes and Computation of Piecewise Open-Loop Equilibria in Stochastic
Differential Games,
{\em Journal of Economic Dynamics and Control} 18 (1994) 317-344.

\item Jensen, H. and Lockwood, B.:
A Note on Discontinuous Value Functions and Strategies in Affine
Quadratic Differential Games,
{\em Economics Letter} 61 (1998) 301-306.

\item Jimenez-Lizarraga, M. and Poznyak, A.:
Near-Nash Equilibrium Strategies for LQ Differential Games with Inaccurate
State Information,
{\em Mathematical Problems in Engineering}.

\item Lockwood, B.:
Uniqueness of Markov-Perfect Equilibrium in Infinite-Time Affine-Quadratic
Differential Games,
{\em Journal of Economic Dynamics and Control} 20 (1996) 751-765.

\item Srikant, R. and Basar, T.:
Iterative Computation of Noncooperative Equilibria in Nonzero-Sum
Differential Games with Weakly Coupled Players,
{\em Journal of Optimization Theory and Applications} 71 (1991) 137-168.

\item Yeung, D.W.K.:
A Class of Differential Games whic Admits a Feedback Solution with Linear
Value Functions,
{\em European Journal of Operational Research} 107 (1998) 737-754.

\begin{equation}{\label{f}}\tag{F}\mbox{}\end{equation}

Evolutionary Games.

\item Amir, M. and Berninghaus, S.K.:
Another Approach to Mutation and Learning in Games,
{\em Games and Economic Behavior} 14 (1996) 19-43.

\item Bergin, J. and Lipman, B.L.:
Evolution with State-Dependent Mutations,
{\em Econometrica} 64 (1996) 943-956.

\item Berninghaus, S.K. and Ehrhart, K.-M.:
The Power of ESS: An Experimental Study,
{\em Journal of Evolutionary Economics} 13 (2003) 161-181.

\item Binmore, K. and Samuelson, L.:
Evolutionary Stability in Repeated Games Played by Finite Automata,
{\em Journal of Economic Theory} 57 (1992) 278-305.

\item Binmore, K.G., Samuelson, L. and Vaughan, R.:
Musical Chairs: Modeling Noisy Evolution,
{\em Games and Economic Behavior} 11 (1995) 1-35.

\item Bomze, I.M.:
Stability by Mutation in Evolutionary Games,
{\em Games and Economic Behavior} 11 (1995) 146-172.

\item Boylan, R.T.:
Evolutionary Equilibria Resistant to Mutation,
{\em Games and Economic Behavior} 7 (1994) 10-34.

\item Dekel, E. and Scotchmer, S.:
On the Evolution of Optimization Behavior,
{\em Journal of Economic Theory} 57 (1992) 392-406.

\item Deshmukh, S.D.:
Stochastic Evolution and Control of an Economic Activity,
{\em Journal of Economic Theory} 15 (1977) 112-122.

\item Domansky, V.C. and Kreps, V.L.:
“Eventually Revealing” Repeated Games with Incomplete Information,
{\em International Journal of Game Theory} 23 (1994) 89-99.

\item Dufwenberg, M.:
Some Relationships between Evolutionary Stability Criteria in Games,
{\em Economics Letter} 57 (1997) 45-50.

\item Foster, D. and Young, P.:
Stochastic Evolutionary Game Dynamics.
{\em Theoretical Populcation Biology} 38 (1990) 219-232.

\item Friedman, D.:
Equilibrium in Evolutionary Games: Some Experimental Results,
{\em The Economic Journal} 106 (1996) 1-25.

\item Friedman, D.:
On Economic Applications of Evolutionary Game Theory,
{\em Journal of Evolutionary Economics} 8 (1998) 15-43.

\item Fudenberg, D. and Harris, C.:
Evolutionary Dynamics with Aggregate Shocks,
{\em Journal of Economic Theory} 57 (1992) 420-441.

\item Hofbauer, J. and Weibull, J.W.:
Evolutionary Selection against Dominated Strategies,
{\em Journal of Economic Theory} 71 (1996) 558-573.

\item Huck, S. and Oechssler, J.:
The Indirect Evolutionary Approach to Explaining Fair Allocations,
{\em Games and Economic Behavior} 28 (1999) 13-24.

\item Kandori, M., Mailath, G.J. and Rob, R.:
Learning, Mutation, and Long Run Equilibra in Games,
{\em Econometrica} 61 (1993) 29-56.

\item Kandori, M. and Rob, R.:
Evolution of Equilibria in the Long Run: A General Theory and Applications,
{\em Journal of Economic Theory} 65 (1995) 383-414.

\item Lu, X. and McAfee, R.P.:
The Evolutionary Stability of Auctions over Bargaining,
{\em Games and Economic Behavior} 15 (1996) 228-254.

\item Lu, X. and Stahl, D.O.:
Responsive and Strong Responsive Evolutionary Dynamics,
{\em International Journal of Game Theory} 23 (1994) 101-117.

\item Nachbar, J.H.:
“Evolutionary” Selection Dynamics in Games: Convergence and Limit
Properties,
{\em International Journal of Game Theory} 19 (1990) 59-89.

\item Posch, M.:
Cycling in a Stochastic Learning Algorithm for Normal Form Games,
{\em Journal of Evolutionary Economics} 7 (1997) 193-207.

\item Samuelson, L.:
Limit Evolutionarily Stable Strategies in Two-Player, Normal Form Games,
{\em Games and Economic Behavior} 3 (1991) 110-128.

\item Samuelson, L.:
Recent Advances in Evolutionary Economics: Comments,
{\em Economics Letter} 42 (1993) 313-319.

\item Samuelsom, L. and Zhang, J.: (Evolutionary Games)
Evolutionary Stability in Asymmetric Games,
{\em Journal of Economic Theory} 57 (1992) 363-391.

\item Sandholm, W.H. and Pauzner, A.:
Evolution, Population Growth, and History Dependence,
{\em Games and Economic Behavior} 22 (1998) 84-120.

\item Schmidt, C.:
Are Evolutionary Games Another Way of Thinking about Game Theory?
{\em Journal of Evolutionary Economics} 14 (2004) 249-262.

\item Schuessler, R.:
The Gradual Decline of Cooperation: Endgame Effects in Evolutionary
Game Theory,
{\em Theory and Decision} 26 (1989) 133-155.

\item Sobel, J.:
Evolutionary Stability and Efficiency,
{\em Economics Letter} 42 (1993) 301-312.

\item Swinkels, J.M.:
Evolutionary Stability with Equilibrium Entrants,
{\em Journal of Economic Theory} 57 (1992) 306-332.

\item Swinkels, J.M.:
Evolution and Strategic Stability: From Maynard Smith to Kohlberg and Mertens,
{\em Journal of Economic Theory} 57 (1992) 333-342.

\item Vega-Redondo, F.:
Competition and Culture in an Evolutionary Process of Equilibrium Selection:
A Simple Example,
{\em Games and Economic Behavior} 5 (1993) 618-631.

\item W\”{a}rneryd, K.:
Evolutionary Stability in Unanimity Games with Cheap Talk,
{\em Economics Letter} 36 (1991) 375-378.

\item W\”{a}rneryd, K.:
Cheap Talk, Coordination, and Evolutionary Stability,
{\em Games and Economic Behavior} 5 (1993) 532-546.

\item Young, H.P.:
An Evolutionary Model of Bargaining,
{\em Journal of Economic Theory} 59 (1993) 145-168.

\begin{equation}{\label{g}}\tag{G}\mbox{}\end{equation}

Stochastic Games.

\item Altman, E., Avrachenkov, K., Marquez, R. and Miller, G.:
Zero-Sum Constrained Stochastic Games with Independent State Processes,
{\em Mathematical Methods of Operations Research} 62 (2005) 375-386.

\item Alvarez-Mena, J. and Hern\'{a}ndez-Lerma, O.:
Existence of Nash Equilibria for Cosntrained Stochastic Games,
{\em Mathematical Methods of Operations Research} 63 (2006) 261-285.

\item Amir, R.:
Continuous Stochastic Games of Capital Accumulation with Convex Transitions,
{\em Games and Economic Behavior} 15 (1996) 111-131.

\item Amir, R.:
Complementarity and Diagonal Dominance in Discounted Stochastic Games,
{\em Annals of Operations Research} 114 (2002) 39-56.

\item Avsar, Z.M. and Baykal-G\”{u}rsoy, M.:
A Decomposition Approach for Undiscounted Two-Person Zero-Sum Stochastic Games,
{\em Mathematical Methods of Operations Research} 49 (1999) 483-500.

\item Avsar, Z.M. and Baykal-G\”{u}rsoy, M.:
A Note on Two-Person Zero-Sum Communication Stochastic Games,
{\em Operations Research Letters} 34 (2006) 412-420.

\item Balbus, L. and Nowak, A.S.:
Construction of Nash Equilibria in Symmetric Stochastic Games of Capital Accumulation,
{\em Mathematical Methods of Operations Research} 60 (2004) 267-277.

\item Balbus, L. and Nowak, A.S.:
Nash Equilibria in Unconstrained Stochastic Games of Resource Extraction,
{\em International Game Theory Review} 10 (2008) 25-35.

\item Belbas, S.A. and Mayergoyz, I.D.:
Numerical Solution of Quasi-Variational Inequalities Arising in Stochastic Game Theory,
{\em Applied Mathematics and Optimization} 31 (1995) 19-39.

\item Bewley, T.F. and Kohlberg, E.: (Stochastic Games)
The Asymptotic Theory of Stochastic Games,
{\em Mathematics of Operations Research} 1 (1976) 197-208.

\item Bewley, T.F. and Kohlberg, E.:
The Asymptotic Solution of a Recursion Equation Occurring in Stochastic Games,
{\em Mathematics of Operations Research} 1 (1976) 321-336.

\item Bewley, T.F. and Kohlberg, E.:
On Stochastic Games with Stationary Optimal Strategies,
{\em Mathematics of Operations Research} 3 (1978) 104-125.

\item Bismut, J.-M.:
Probability Theory Methods in Zero-Sum Stochastic Games,
{\em SIAM Journal on Control and Optimization} 15 (1977) 539-545.

\item Borkar, V.S. and Ghosh, M.K.:
Denumerable State Stochastic Games with Limiting Average Payoff,
{\em Journal of Optimization Theory and Applications} 76 (1993) 539-560.

\item Brafman, R.I. and Tennenholtz, M.:
A Near-Optimal Polynomial Time Algorithm for Learning in Certain Classes of Stochastic Games,
{\em Artificial Intelligence} 121 (2000) 31-47.

\item Chakrabarti, S.K.:
Markov Equilibria in Discounted Stochastic Games,
{\em Journal of Economic Theory} 85 (1999) 294-327.

\item Chakrabarti, S.K.:
Pure Strategy Markov Equilibrium in Stochastic Games with a Continuum of Players,
{\em Journal of Mathematical Economics} 39 (2003) 693-724.

\item Chornei, R.K., Daduma, H. and Knopov, P.S.:
Stochastic Games for Distributed Players on Graphs,
{\em Mathematical Methods of Operations Research} 60 (2004) 279-298.

\item Cochet-Terrasson, J. and Gaubert, S.:
A Policy Iteration Algorithm for Zero-Sum Stochastic Games with Mean Payoff,
{\em C.R. Acad. Sci. Paris, Ser. I. 343 (2006) 377-382.

\item Coulomb, J.-M.:
Stochastic Games without Perfect Monitoring,
{\em International Journal of Game Theory} 32 (2003) 73-96.

\item Couwenbergh, H.A.M.:
Stochastic Games with Metric State Space,
{\em International Journal of Game Theory} 9 (19??) 25-36.

\item Curtat, L.O.:
Markov Equilibria of Stochastic Games with Complementarities,
{\em Games and Economic Behavior} 17 (1996) 177-199.

\item Dshalalow, J.H. and Huang, W.:
On Noncooperative Hybrid Stochastic Games,
{\em Nonlinear Analysis: Hybrid Systems} 2 (2008) 803-811.

\item Domansky, V.:
Dynamic Stochastic Games of Resource Allocation between Production and Consumption,
{\em International Game Theory Review} 1 (1999) 149-158.

\item Dekel, E., Fudenberg, D. and Levine, D.K.:
Learning to Play Bayesian Games,
{\em Games and Economic Behavior} 46 (2004) 282-303.

\item Deshmukh, S.D., Winston, W.:
A Zero-Sum Stochastic Game Model of Duopoly,
{\em International Journal of Game Theory} 7 (1977) 19-30.

\item Dutta, P.K.:
A Folk Theorem for Stochastic Games,
{\em Journal of Economic Theory} 66 (1995) 1-32.

\item Dutta, P.K.:
$(s,S)$ Equilibria in Stochastic Games,
{\em Journal of Economic Theory} 67 (1995) 1-39.

\item Dutta, P.K. and Sundaram, R.:
Markovian Equilibrium in a Class of Stochastic Games: Existence Theorems for Discouted and Undiscounted Models,
{\em Economic Theory} 2 (1992) 197-214.

\item Federgruen, A.:
On $N$-Person Stochastic Games with Denumerable State Space,
{\em Advances in Applied Probability} 10 (1978) 452-471.

\item Filar, J.A.:
Ordered Field Property for Stochastic Games When the Player Who Controls Transitions Change from State to State,
{\em Journal of Optimization Theory and Applications} 34 (1981) 503-515.

\item Filar, J.A. and Schultz, T.A.:
Nonlinear Programming and Stationary Strategies in Stochastic Games,
{\em Mathematical Programming} 35 (1986) 243-247.

\item Filar, J.A. and Schultz, T.A.:
Bilinear Programming and Structured Stochastic Games,
{\em Journal of Optimization Theory and Applications} 53 (1987) 85-104.

\item Filar, J.A., Schultz, T.A., Thuijsman, F. and Vrieze, O.J.:
Nonlinear Programming and Stationary Equilibria in Stochastic Games,
{\em Mathematical Programming} 50 (1991) 227-237.

\item Flesch, J., Thuijsman, F. and Vrieze, O.J.:
Cyclic Markov Equilibria in Stochastic Games,
{\em International Journal of Game Theory} 26 (1997) 303-314.

\item Flesch, J., Thuijsman, F. and Vrieze, O.J.:
Simplifying Optimal Strategies in Stochastic Games,
{\em SIAM Journal on Control and Optimization} 36 (1998) 1331-1347.

\item Flesch, J., Thuijsman, F. and Vrieze, O.J.:
Stationary Strategies in Zero-Sum in Stochastic Games,
{\em International Game Theory Review} 3 (2001) 283-290.

\item Flesch, J., Thuijsman, F. and Vrieze, O.J.:
Average-Discounted Equilibria in Stochastic Games,
{\em European Journal of Operational Research} 112 (1999) 187-195.

\item Flesch, J., Thuijsman, F. and Vrieze, O.J.:
Optimality in Different Strategy Classes in Zero-Sum Stochastic Games,
{\em Methematical Methods of Operations Research} 56 (2002) 315-322.

\item Flesch, J., Thuijsman, F. and Vrieze, O.J.:
Stochastic Games with Non-observable Actions,
{\em Methematical Methods of Operations Research} 58 (2003) 459-475.

\item Flesch, J., Thuijsman, F. and Vrieze, O.J.:
Stochastic Games with Additive Transitions,
{\em European Journal of Operational Research} 179 (2007) 483-497.

\item Friedman, A.:
Stochastic Games and Variational Inequalities,
{\em Arch. Rational Mech. Anal.} 51 (197?) 321-342.

\item Geitner, J.:
Equilibrium Payoffs in Stochastic Games of Incomplete Information: The General Symmetric Case,
{\em International Journal of Game Theory} 30 (2001) 449-452.

\item Ghosh, M.K., McDonald, D. and Sinha, S.:
Zero-Sum Stochastic Games with Partial Information,
{\em Journal of Optimization Theory and Applications} 121 (2004) 99-118.

\item Ghosh, M.K. and Rao, K.S.M.:
Zero-Sum Stochastic Games with Stopping and Control,
{\em Operations Research Letters} 35 (2007) 799-804.

\item Guo, X. and Yang, J.:
A New Condition and Approach for Zero-Sum Stochastic Games with Average Payoffs,
{\em Stochastic Analysis and Applications} 26 (2008) 537-561.

\item Haller, H. and Lagunoff, R.:
Genericity and Markovian Behavior in Stochastic Games,
{\em Econometrica} 68 (2000) 1231-1248.

\item Halman, N.:
Simple Stochastic Games, Parity Games, Mean Payoff Games and Discounted Payoff Games Are All LP-Type Problems,
{\em Algorithmica} 49 (2007) 37-50.

\item Haurie, A.B. and Moresino, F.:
Computing Equilibria in Stochastic Games of Intergenerational Equity,
{\em International Game Theory Review} 8 (2006) 273-293.

\item Herings, P.J.-J. and Peeters, R.J.A.P.:
Stationary Equilibria in Stochastic Games: Structure, Selection, and Computation,
{\em Journal of Economic Theory} 118 (2004) 32-60.

\item Hern\'{a}ndez-Lerma, O. and Lasserre, J.B.:
Zero-Sum Stochastic Games in Borel Spaces: Average Payoff Criteria,
{\em SIAM Journal on Control and Optimization} 39 (2001) 1520-1539.

\item Himmelberg, C.J., Parthasarathy, T., Raghavan, T.E.S. and Van Vleck, F.S.:
Existence of $p$-Equilibrium and Optimal Stationary Strategies in Stochastic Games,
{\em Proceedings of the American Mathematical Society} 60 (1976) 245-251.

\item Hordijk, A., Vrieze, O.J. and Wanrooij, G.L.:
Semi-Markov Strategies in Stochastic Games,
{\em International Journal of Game Theory} 12 (1983) 81-89.

\item Horst, U.:
Stationary Equilibria in Discounted Stochastic Games with Weakly Interacting Players,
{\em Games and Economic Behavior} 51 (2005) 83-108.

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On the Optimality Equation for Zero-Sum Ergodic Stochastic Games,
{\em Mathematical Methods of Operations Research} 54 (2001) 291-301.

\item Jaskiewcz, A. and Nowak, A.S.:
Zero-Sum Ergodic Stochastic Games with Feller Transition Probabilities,
{\em SIAM Journal on Control and Optimization} 45 (2006) 773-789.

\item Kaynar, B.:
Optimal Stopping in a Stochastic Game,
{\em Probability in the Engineering and Informational Sciences} 23 (2009) 51-60.

\item Koessler, F.:
Strategic Knowledge Sharing in Bayesian Games,
{\em Games and Economic Behavior} 48 (2004) 292-320.

\item K\”{u}enle, H.-U.:
On Nash Equilibrium Solutions in Nonzero-Sum Stochastic Games with Complete Information,
{\em International Journal of Game Theory} 23 (1994) 303-324.

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Equilibrium Strategies in Stochastic Games with Additive Cost and Transition Structure,
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The Gauss-Seidel Numerical Procedure for Markov Stochastic Games,
{\em IEEE Transactions on Automatic Control} 49 (2004) 1779-1782.

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Learning Algorithms for Two-Person Zero-Sum Stochastic Games with Incomplete Information,
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Learning Algorithms for Two-Person Zero-Sum Stochastic Games with Incomplete Information: A Unified Approach,
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\item Liggett, T.M. and Lippman, S.A.:
Stochastic Games with Perfect Informatio and Time Average Payoff,
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A Subexponential Randomized Algorithm for the Simple Stochastic Game Problem,
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Finitely Additive Stochastic Games with Borel Measurable Payoffs,
{\em International Journal of Game Theory} 22 (1993) 201-223. (???)

\item Maitra, A. and Sudderth, W.: (Stochastic Games)
Borel Srochastic Games with Lim Sup Payoffs,
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Ambiguous Games,
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Generalized Riccati Equations Arising in Stochastic Games,
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Some Classes of Imperfect Information Finite State-Space Stochastic Games with Finite-Domensional Solutions,
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On Stochastic Games with Lack of Information on One Side,
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Formulation of Bayesian Analysis for Games with Incomplete Information,
{\em International Journal of Game Theory} 32 (2003) 109-120.

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Random-Player Games,
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The Semi-Algebraic Theory of Stochastic Games,
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Approachable Sets of Vector Payoffs in Stochastic Games,
{\em Games and Economic Behavior} 56 (2006) 135-147.

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Pivoting Algorithms for Some Classes of Stochastic Games: A Survey,
{\em International Game Theory Review} 3 (2001) 253-281.

\item Mohan, S.R., Neogy, S.K., Parthasarathy, T. and Sinha, S.:
Vertical Linear Complementarity and Discounted Zero-Sum Stochastic Games with ARAT Structure,
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Non-Zero-Sum Discrete Parameter Stochastic Games with Stopping Times,
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Large Poisson Games,
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Adaptive Policy for Two Finite Markov Clains Zero-Sum Stochastic Game with Unknown Transition Matrices and Average Payoffs,
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Approximation Theorems for Zero-Sum Nonstationary Stochastic Games,
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Universally Measurable Strategies in Zero-Sum Stochastic Games,
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Existence of Equilibrium Stationary Strategies in Discounted Noncooperative Stochastic Games with Uncountable State Space,
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Nonrandomized Strategy Equilibria in Noncooperative Stochastic Games with Additive Transition and Reward Structure,
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Existence of Optimal Strategies in Zero-Sum Nonstationary Stochastic Games with Lack of Information on Both Sides,
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\item Nowak, A.S.:
Zero-Sum Average Payoff Stochastic Games with General State Space,
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Optimal Strategies in a Class of Zero-Sum Ergodic Stochastic Games,
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Remarks on Sensitivie Equilibria in Stochastic Games with Additive Reward and Transition Structure,
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\item Nowak, A.S. and Altman, E.:
$\epsilon$-Equilibria for Stochastic Games with Unconutable State Space and Unbounded Costs,
{\em SIAM J. Control and Optimization} 40 (2002) 1821-1839.

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Existence of Stationary Correlated Equilibria with Symmetric Information for Discounted Stochastic Games,
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A Finite Step Algorithm via a Bimatrix Game to a Single Controller Non-Zero Sum Stochastic Games,
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\item Nowak, A.S. and Wiecek, P.:
On Nikaido-Isoda Type Theorems for Discounted Stochastic Games,
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Discounted, Positive, and Noncooperative Stochastic Games,
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Discounted and Positive Stochastic Games,
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An Orderfield Property for Stochastic Games when One Player Controls Transition Probabilities,
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Existence of Stationary Equilibrium Strategies in Non-Zero Sum Discounted Stochastic Games with Uncountable State Space and State-Independent Transitions,
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Computing Stationary Nash Equilibria of Undiscounted Single-Controller Stochastic Games,
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Computing Stationary Nash Equilibria of Undiscounted Single-Controller Stochastic Games of Perfect Information,
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Stochastic Games with a Single Controller and Incomplete Information,
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Dencentralized Learning of Nash Equilibria in Multi-Person Stochastic Games with Incomplete Information,
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Fictitious Play in Stochastic Games,
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On the Existence of Good Stationary Strategies for Nonleavable Stochastic Games,
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$N$-Person Stochastic Games with Upper Semicontinuous Payoffs,
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Lower Semicontinuous Stochastic Games with Imperfect Information,
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Value and Perfection in Stochastic Games,
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Noncooperative Stochastic Games,
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The Dynaics of the Nash Correspondence and $n$-Players Stochastic Games,
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Stochastic Games with Two Non-Absorbing States,
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Characterization of Correlated Equilibria in Stochastic Games,
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Asymptotic Properties of a Non-Zero Sum Stochastic Game,
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Finitely Additive Stochastic Games with Borel Measurable Payoffs,
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Perfect Information Stochastic Games and Related Classes,
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Solvable States in Stochastic Games,
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Two-Player Stochastic Games I: A Reduction,
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\begin{equation}{\label{h}}\tag{H}\mbox{}\end{equation}

Fuzzy Games.

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On the Non-emptiness of the Fuzzy Core,
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Locally Lipschitz Cooperative Games,
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On Some Families of Cooperative Fuzzy Games,
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Duality in Linear Programming with Fuzzy Parameters and Matrix Games with Fuzzy Pay-Offs,
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Matrix Games with Fuzzy Goals and Fuzzy Linear Programming Duality,
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A Fuzzy Approach to the Prisoner’s Dilemma,
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Cooperative Games with Fuzzy Coalitions and Fuzzy Characteristic Functions,
{\em Fuzzy Sets and Systems} 159 (2008) 138-151.

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Convex Fuzzy Games and Participation Monotonic Allocation Schemes,
{\em Fuzzy Sets and Systems} 139 (2003) 267-281.

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Egalitarianism in Convex Fuzzy Games,
{\em Mathematical Social Sciences} 47 (2004) 313-325.

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Hypercubes and Compromise Values for Cooperative Fuzzy Games,
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Fuzzy Game: A Description of Concept,
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Stability and Shapley Value for $n$-Persons Fuzzy Game,
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Non-Atomic Fuzzy Measures and Games,
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Values and Cores of Fuzzy Games with Infinitely Many Players,
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Core, Value and Equilibria for Market Games: On a Problem of Aumann and Shapley,
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Shapley Mappings and the Cumulative Value for $n$-Person Games with Fuzzy Coalitions,
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\item Butnariu, D. and Kroupa, T.:
Enlarged Cores and Bargaining Schemes in Games with Fuzzy Coalitions,
{\em Fuzzy Sets and Systems} 160 (2009) 635-643.

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Fuzzy Linear Programming Models to Solve Fuzzy Matrix Games,
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On the Use of the Ranking Function Approach to Solve Fuzzy Matrix Games in a Direct Way,
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\item Chang, S.-S. and Tan, K.-K.: (E-Articles)
Equilibria and Maximal Elements of Abstract Fuzzy Economies and Qualitative Fuzzy Games,
{\em Fuzzy Sets and Systems} 125 (2002) 389-399.

\item Chen, B.-S., Tseng, C.-S. and Uang, H.-J.:
Fuzzy Differential Games for Nonlinear Stochstic Systems: Suboptimal Approach,
{\em IEEE Trans. on Fuzzy Systems} 10 (2002) 222-233.

\item Chen, Y.-W. and Larbani, M.:
Two-Person Zero-Sum Game Approach for Fuzzy Multiple Attribute Decision Making Problems,
{\em Fuzzy Sets and Systems} 157 (2006) 34-51.

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Pareto-Optimal Security Strategies in Matrix Games with Fuzzy Payoffs,
{\em Fuzzy Sets and Systems} 176 (2011) 36-45.

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A Cooperative Fuzzy Game Theoretic Approach to Multiple Objective Design Optimization,
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Games with Fuzzy Authorization Structure: A Shapley Value,
{\em Fuzzy Sets and Systems} 272 (2015) 115-125.

\item Garagic, D. and Cruz, J,B.:
An Approach to Fuzzy Noncooperative Nash Games,
{\em Journal of Optimization Theory and Applications} 118 (2003) 475-491.

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Coping with Uncertainty in $n$-Person Games,
{\em International Journal of Uncertaint, Fuzziness and Knowledge-Based Systems} 8 (2000) 503-523.

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Edgeworth Equilibria, Fuzzy Core, and Equilibria of a Production
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Fuzzy Play, Matching Devices and Coordination Failures,
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Interpretation of Aubin’s Fuzzy Coalitions and Their Extension,
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\item H\”{u}sseinov, F. and Sagara, N.: (E-Article),
Concave Measures And The Fuzzy Core Of Exchange Economies With Heterogeneous Divisible Commodities
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A New Equilibrium Existence Theorem for Abstract Fuzzy Economies,
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Fuzzy Games: A Characterization of the Core,
{\em Fuzzy Sets and Systems} 158 (2007) 2480-2493.

\iten Hwang, Y.-A. and Liao, Y.-H.:
The Consistent Value of Fuzzy Games,
{\em Fuzzy Sets and Systems} 160 (2009) 644-656.

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Max-Consistency, Complement-Consistency and the Core of Fuzzy Games,
{\em Fuzzy Sets and Systems} 159 (2008) 152-163.

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Interpretation of Aubin’s Fuzzy Coalitions and Their Extension,
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Learning Fuzzy Rules from Iterative Execution of Games,
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Existence of Equilibrium Solution for a Non-Cooperative Game with Fuzzy Goals and Paremeters,
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Fuzzy Fixed Point and Existence of Equilibria in Fuzzy Games,
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Generalized Fuzzy Games and Fuzzy Equilibria,
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An Axiomatic Approach to the Measurement of the Amount of Interaction Among Criteria or Players,
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\item Lange, F. and Grabisch, M.: (E-Articles)
New Axiomatizations of the Shapley Interaction Index for Bi-Capacities,
{\em Fuzzy Sets and Systems} 176 (2011) 64-75.

\item Larbani, M.: (E-Article)
Solving Bimatrix Games with Fuzzy Payoffs by Introducing Nature as a Third Player,
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Noncooperative Fuzzy Games in Normal Form: A Survey,
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\item Li, C. and Zhang, Q. (E-Article)
Nash Equilibrium Strategy for Fuzzy Non-Cooperative Games
{\em Fuzzy Sets and Systems} 176 (2011) 46-55.

\item Li, D. and Cheng, C.:
Fuzzy Multiobjective Programming Methods for Fuzzy Constrained Matrix Games with Fuzzy Numbers,
{\em International Journal of Uncertaint, Fuzziness and Knowledge-Based Systems} 10 (2002) 385-400.

\item Li, K.W., Karray, F., Hipel, K.W. and Kilgour, D.M.:
Fuzzy Approaches to the Game of Chicken,
{\em IEEE Trans. on Fuzzy Systems} 9 (2001) 608-623.

\item Li, S. and Zhang, Q.:
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\begin{equation}{\label{i}}\tag{I}\mbox{}\end{equation}

Values.

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