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首页> 外文期刊>British Journal of Mathematics Computer Science >Hilbert's Fourth Problem as a Possible Candidate on theMILLENNIUM PROBLEM in Geometry
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Hilbert's Fourth Problem as a Possible Candidate on theMILLENNIUM PROBLEM in Geometry

机译:希尔伯特的第四个问题可能是几何上的千年问题的候选者

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摘要

Hilbert’s Fourth Problem is one of the most important mathematical problems, formulated by Hilbert in 1900. Unfortunately, attempts to solve this problem during 20th century did not lead to the generally recognized solution, and now modern mathematicians believe that the problem has been formulated by Hilbert "very vague" and therefore it can not be solved. The main purpose of this article is to develop a new view on authors’ original solution to this problem and to interpret this problem as MILLENNIUM PROBLEM in Geometry what has an interdisciplinary importance and affects not only on geometry, but also on all theoretical natural sciences. The source of a new approach to solving this problem is a new branch of mathematics, the Mathematics of Harmony, which goes back in its origins to Euclid’s Elements and has interdisciplinary importance for modern science.
机译:希尔伯特的第四个问题是希尔伯特(Hilbert)在1900年提出的最重要的数学问题之一。不幸的是,尝试在20世纪解决这个问题并没有得到公认的解决方案,现在现代数学家认为该问题是希尔伯特(Hilbert)提出的。 “非常模糊”,因此无法解决。本文的主要目的是对作者最初的解决方案提出新的看法,并将其解释为“几何学中的千年问题”,这一学科具有跨学科的重要性,不仅影响几何学,而且影响所有理论自然科学。解决这一问题的新方法的源头是数学的一个新分支,即和谐数学,其起源可追溯到欧几里得的《元素》,对现代科学具有跨学科的重要性。

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