Project translated automatically. Log in or register, to view the original Reference 5-10 pages, with links and a list of used sources.The Concept and Essence of Game Theory in Politics The game theory as a attempt to explain and forecast reality has existed for several decades.It is widely applied to modeling political, social and economic processes (e.g. forecasting the results of elections, solving military and trade conflicts, calculations of optimal customs meetings in international trade); the theory of games is based on modern information, statistics and econometrics, military affairs, forecasting the development of communication networks, personal behavior, etc.The game theory, founded by the American School of Mathematics, considers any interaction as a game.The participants of the game interaction - the "player" - are intended for rational behavior, that is, each of the players acts in a way to maximize their win.The game theory is widely used to model processes (e.g. international negotiations, elections, military conflicts, trade wars, etc.), forecasting their results and the behavior of their participants.The merit of the game theory is that it allows mathematical calculations to confirm the importance of cooperation, the need for trust between partners, the destructive nature of selfish behavior aimed at maximizing its own benefit, the need for compromises and actions.The goal of evolution is to balance when it is mutually beneficial (optimal) for all the participants in the game, when all its participants play rationally in accordance with the current conditions.They distinguish several varieties of games: 1) cooperative (when players are aimed at cooperation and united by common interests, intentions, commitments) and non-operative (when each of the players takes care of their own win); 2) one-time (when players are gathered for the game once and therefore each tries to win as much as others) and repeated (when due to certain circumstances, for example, membership in the EU, players are forced to "play" one with another again and again); 3) atomic (with a limited number of players and therefore quite predicted) and non-atomic (with a large or unlimited number of players, when any participant does not have the potential to win for others) and repeated (when because of certain circumstances, for example, membership in the EU, players are forced to "play" eachAlso differentiate the following varieties of games: 1) games with a zero amount (conflict games when the amount of the wins of one part of the players is equal to the loss of the other part of the players); 2) games with a non-zero amount (when desired to coordinate their actions with a partner or in any way to influence his actions); these games may be cooperative (in the community) and non-cooperative (making decisions independently of each other); 3) positive games (with the task of consistency in making decisions by the players and the application of the graph theory)

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Anastasia, good day! Your previous project is almost ready. I can make a report for you today! I have recently completed a course on the same topic.
to turn. Thank you !

Anastasiya Petrova
Dnepr, Ukraine

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