minimax strategyWe examine maximin and minimax strategies for players in a two-players game with two strategic variables, x and p. We consider two patterns of game; one is the x-game in which the strategic variables of players are x's, and the other is the p-game in which the ...
Game theory has two decision theorems known as maximin and minimax (Mazalov 2014). The minimax theorem minimizes the loss of a player. The maximin theorem used to maximize the benefit gain by the player. Games taxonomy We saw different types of games in the literature review. These games wer...
To solve a two-person, zero-sum game, following this procedure: 1. Calculate the maximin and minimax -- if they are equal, you have found the proper strategies and the value of the game. If they are unequal, go on to step 2. 2. Eliminate all strategies that are dominated. 3. Assig...
(2002)].AMS2000subjectclassifications.Primary62C20;secondary94A17.Keywordsandphrases.Additivemodel,Bayesact,Bregmandivergence,Brierscore,convexity,duality,equalizerrule,exponentialfamily,Gamma-minimax,generalizedex-ponentialfamily,Kullback–Leiblerdivergence,logarithmicscore,maximin,mean-valueconstraints,minimax,...
properties of a saddle-point, and its associated minimax and maximin acts, in a suitable zero-sum game between Decision Maker and Nature. 1.1. A word of caution. It is not our purpose either to advocate or to criticize the maximum entropy or robust Bayes approach: we adopt a philo- sophi...
关键词: Additive model; Bayes act; Bregman divergence; Brier score; Convexity; Duality; Equalizer rule; Exponential family; Gamma-minimax; Generalized exponential family; Kullback-Leibler divergence; Logarithmic score; Maximin; Mean-value constraints; Minimax; Mutual information; Pythagorean property; ...
We examine maximin and minimax strategies for players in a two-players game with two strategic variables, x and p. We consider two patterns of game; one is the x-game in which the strategic variables of players are x's, and the other is the p-game in which the strategic variables of...
2.1 Minimax and Maximin 29 2.2 Randomization 31 2.3 Games with Discontinuous Payoff Functions 34 2.4 Convex-Concave and Linear-Convex Games 37 2.5 Convex Games 39 2.6 Arbitration Procedures 42 2.7 Two-Point Discrete Arbitration Procedures 48 2.8 Three-Point Discrete Arbitration Procedures with Interval...
Minimum Maximin Minimax Column: Maximum Value of the game, Saddle-point, Nash Equilibrium Game Theory, Markov Game and Markov Decision Processes: A Concise Survey */23 yrty Game Theory, Markov Game and Markov Decision Processes: A Concise Survey Game Theory, Markov Game and Markov Decision Proces...
Game theory is the formal study of conflict and cooperation, first time introduced as long back as 1921 by mathematician Emile Borel, then enriched in 1928 by von Neumann and Oskar Morgenstern, and much enriched by Josh Nash, has enormous applications,..