An individually-acting interested party in a game (see [[Games, theory of|Games, theory of]]).
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''(in the theory of games)''
...nding certain interests (a coalition of interests). See [[Games, theory of|Games, theory of]].
1 KB (184 words) - 07:31, 20 August 2014
A two-person zero-sum [[Differential games|differential game]] of pursuer (hunter) $P$ and evader (prey) $E$, whose mo
...the moment of arrival of $E$ in a certain set (games with "life-line" ). Games with complete information have been relatively well-studied; here both play
3 KB (423 words) - 20:17, 11 January 2017
...ossible under the rules of a strategic game (see [[Games, theory of]]). In games in normal form (see [[Non-cooperative game]]), the direct description of se
...> <TD valign="top"> J. Szép, F. Forgó, "Introduction to the theory of games" , Reidel (1985) pp. Sect. 9.1</TD></TR>
1 KB (161 words) - 16:52, 18 October 2014
...l colonel Blotto who was supposed to have participated in one of the first games of this type.
...]</TD> <TD valign="top"> S. Karlin, "Mathematical methods and theory in games, programming and economics" , Addison-Wesley (1959)</TD></TR></table>
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A function defined on the set of situations in a game (cf. [[Games, theory of|Games, theory of]]), the values of which are a numerical description of the utili
298 bytes (53 words) - 17:05, 7 February 2011
...ames of timing are duels (cf. [[Duel|Duel]]), that is, two-person zero-sum games in which the actions of the players are directed towards the destruction of
...]</TD> <TD valign="top"> S. Karlin, "Mathematical methods and theory in games, programming and economics" , Addison-Wesley (1959)</TD></TR></table>
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#REDIRECT [[Core in the theory of games]]
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#REDIRECT [[Core in the theory of games]]
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...recursive games is generally more complicated than research on stochastic games. Any zero-sum two-person finite recursive game has a value and both players
....), Tucker, A. W. (ed.), Wolfe, P. (ed.), ''Contributions to the theory of games III'', Annals of Mathematics Studies '''39''', Princeton Univ. Press (1957
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''situation, $n$-tuple of strategies, in the theory of non-cooperative games''
The result of a choice by all coalitions of action (see [[Games, theory of|Games, theory of]]) of their strategies with regard to the connections between th
705 bytes (119 words) - 16:50, 18 October 2014
...he foundations of the general theory of "poker" -type two-person zero-sum games (cf. [[Two-person zero-sum game|Two-person zero-sum game]]). In models of t
Karlin and Restrepo found sufficient effective methods for solving games like this (see [[#References|[2]]]).
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...Various algorithms are available to find equilibrium solutions in bimatrix games: a method of describing the submatrices of $A,B$ yielding all extreme point
...="top"> C.E. Lemke, J.T. Howson, jr., "Equilibrium points of bimatrix games" ''J. Soc. Ind. Appl. Math.'' , '''12''' : 2 (1964) pp. 413–423</TD><
2 KB (351 words) - 07:37, 23 August 2014
...s,\phi_n(v))$ defined on the set of characteristic functions of $n$-person games and satisfying the following axioms: 1) (efficiency) if a coalition $T$ is
...apley, "A value for $n$-person games" , ''Contributions to the theory of games'' , '''2''' , Princeton Univ. Press (1953) pp. 307–317</TD></TR></table
2 KB (304 words) - 12:43, 19 August 2014
...genstern solution (cf. [[Core in the theory of games|Core in the theory of games]]), a [[Shapley value|Shapley value]], etc.
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''(in the theory of games)''
...> <TD valign="top"> J. Szép, F. Forgó, "Introduction to the theory of games" , Reidel (1985) pp. 171; 199</TD></TR></table>
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...on Neumann, 1928, as a tool in the cooperative theory of (non-cooperative) games.
In the classical theory of cooperative games one takes:
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...Differential games of survival can be looked at as a generalization of the games under discussion to the case of continuous time.
...L.S. Shapley, "On games of survival" , ''Contributions to the theory of games'' , '''3''' , Princeton Univ. Press (1957) pp. 15–45</TD></TR>
2 KB (397 words) - 16:58, 18 October 2014
...on zero-sum stochastic games with real pay-off (Shapley games). In Shapley games, both the set $ X $
...stic games with limiting mean pay-off, i.e. two-person zero-sum stochastic games with
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...s|[3]]], [[#References|[4]]]) and the theory of non-cooperative non-atomic games (see [[#References|[2]]]).
...ative game]]) and the related results carry over to cooperative non-atomic games (see [[#References|[3]]], [[#References|[4]]]).
4 KB (683 words) - 21:44, 8 November 2014