Zero-sum games, also known as zero-sum games or zero-sum games, are an important concept in game theory.
A zero-sum game means that the sum of the interests of all players in the game is zero or a constant.
That is to say, one party gains, the other party must lose, and winning or losing is relative. Therefore, some people say that in a zero-sum game, “some people are happy, others must be sad”, which means that happiness is built on the pain of others.
In a zero-sum game, the parties to the game are not cooperative. Common examples are elections, gambling, backgammon, or most two-person games.
Zero-sum games and non-zero-sum games are relative in game theory.
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