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Non-cooperative Bargaining with Arbitrary One-Sided Uncertainty

机译:非合作讨价还价,任意单面不确定性

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摘要

Non-cooperative bargaining is modeled as an extensive-form game with uncertain information and infinite actions. Its resolution is a long-standing open problem and no algorithm addressing uncertainty over multiple parameters is known. We provide an algorithm to solve bargaining with any kind of one-sided uncertainty. Our algorithm reduces a bargaining problem to a finite game, solves this last game, and then maps its strategies with the original continuous game. Computational complexity is polynomial with two types, while with more types the problem is hard and only small settings can be solved in exact way.
机译:非合作讨价还价被建模为具有不确定信息和无限行动的广泛形式游戏。其分辨率是一个长期的开放问题,没有知道在多个参数上寻求不确定性的算法。我们提供一种解决讨价还价的算法,以任何一种单方面的不确定性。我们的算法减少了一个有限游戏的讨价还价问题,解决了最后一个游戏,然后用原始连续游戏映射其策略。计算复杂性是多项式,具有两种类型,而具有更多类型的问题,问题很硬,只能以精确的方式解决小的设置。

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