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Complexity of Propositional Proofs (Invited Talk)

机译:命题证明的复杂性(特邀演讲)

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摘要

The underlying question of propositional proof complexity is amazingly simple: when interesting propositional tautologies possess efficient (which usually means short) proofs in a given propositional proof system? This theory is extremely well connected to very different disciplines like computational complexity, theoretical cryptography, automated theorem proving, mathematical logic, algebra and geometry. And, given its mixed origins, methods and concepts employed in the area are also very diverse. In this lecture we will try to accomplish as much of the following as possible; our choice of topics is highly biased and personal.
机译:命题证明复杂性的根本问题非常简单:当有趣的命题重言式在给定的命题证明系统中拥有有效的证明(通常意味着简短)时?该理论与非常不同的学科(例如,计算复杂性,理论密码学,自动定理证明,数学逻辑,代数和几何学)有着非常良好的联系。并且,由于其混杂的起源,该地区采用的方法和概念也非常多样。在本讲座中,我们将尝试完成以下尽可能多的工作;我们对主题的选择高度偏向个人。

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