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A Coherence of Ramsey Phenomena

机译:拉姆齐现象的连贯性

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摘要

The restricted coexistence as an accumulated status or an idea can be used to explain why so-called Ramsey''s effects or phenomena exist. From this, some properties, for instance, for all integers q> p-1> 2, a deep inequality R(p, q) > R(p -1, q + 2)-1, are proved, based on coherence of Ramsey¡¯s phenomena and the viewpoint of accumulated quantity. Further by known data, we declare finally two Ramsey numbers R(4, 7) = R(5, 5) = 49. The theory is so unusually stunning that it spreads rapidly to all science society and influences permanently people¡¯s views toward many problems from modern science and technology, such as celebrated NP-problem from computational complexity theory or theoretic computer, completeness of axiom systems from formal logic or foundation of mathematics, and so forth.
机译:有限的共存作为一种累积的状态或思想可以用来解释为什么存在所谓的拉姆齐效应或现象。据此,例如,对于所有整数q> p-1> 2,一些性质,证明了深不等式R(p,q)> R(p -1,q + 2)-1拉姆齐现象和累积量观点。进一步根据已知数据,我们最终声明两个拉姆西数R(4,7)= R(5,5)=49。该理论异常惊人,以至于迅速传播到所有科学社会,并永久影响着人们对现代科学技术的许多问题,例如计算复杂性理论或理论计算机的著名NP问题,形式逻辑或数学基础的公理系统的完整性,等等。

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