古希腊在数学史中占有不可分割的地位。古希腊人十分重视数学和逻辑。希腊数学的发展历史可以分为三个时期。第一期从伊奥尼亚学派到柏拉图学派为止，约为公元前七世纪中叶到公元前三世纪；第二期是亚历山大前期，从欧几里得起到公元前146年，希腊陷于罗马为止；第三期是亚历山大后期，是罗马人统治下的时期，结束于641年亚历山大被阿拉伯人占领。
古希腊数学
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阿普罗涅斯：古希腊数学家，他最早定义了称为抛物线、双曲线和椭圆的圆锥形部分。
Greek mathematician who first defined the conic sections called the parabola, hyperbola, and ellipse.
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文章对古代中国与古希腊数学观作了明确的阐述，并从多种角度对二者进行了比较和分析。
Elaborating both ancient Chinese and Greek mathematical view clearly, the writer compared as well as analyzed them from multiple angles.
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著名古希腊数学家海帕修斯依靠反证法对的无理性的发现，导致了数学史上第一次数学危机。
Famous ancient Greek mathematician Haipa be required to rely on the irrational Hughes found that the first mathematical crisis led to the history of mathematics.
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So, what we're dealing here with is a situation where the ancient Greeks were very much into mathematics as a way of explaining the world and explaining music in particular And they thought these ratios were primary.
那么,我们现在要潜心琢磨,古希腊人热衷于,用数学来解释世界,尤其是音乐的这种情形,他们认为这些比例才是基础
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