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Generalising a problem of Sylvester

机译:概括西尔维斯特问题

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摘要

The Euler line of a triangle is mostly valued, not for any practical application, but purely as a beautiful, esoteric example of post-Greek geometry. Much to his surprise, however, the author recently came across the following result and theorem by Sylvester (1814-1897) in [1] that involves an interesting application of forces that relate to the Euler line (segment). This result is also mentioned in [2] without proof or reference to Sylvester.
机译:三角形的欧拉线最受重视,不是用于任何实际应用,而仅仅是作为后希腊几何的美丽,深奥的例子。然而,令他惊讶的是,最近作者发现了西尔维斯特(Sylvester(1814-1897)[1]中的以下结果和定理,涉及涉及欧拉线(段)的力的有趣应用。 [2]中也提到了该结果,而没有证据或未提及Sylvester。

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