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比喻的,寓言的;抛物线的
1: expressed by or being a parable: allegorical
1:通过寓言表达的,或成为寓言的:同义词allegorical2: of, having the form of, or relating to a curve formed by the intersection of a cone and a plane parallel to an element of the cone
2:【数】抛物线的,抛物线形状的,与抛物线相关的;抛物线是由“圆锥”和“与圆锥母线平行的平面”相交形成的曲线 注:parable:寓言,比喻;allegorical:寓言的,寓意的The two distinct meanings of parabolic trace back to the development of Late Latin and New Latin. Late Latin is the Latin language used by writers in the third to sixth centuries. In that language, the word for “parable” was parabola — hence, the “parable” sense of parabolic. New Latin refers to the Latin used since the end of the medieval period, especially in regard to scientific description and classification. In New Latin, parabola names the same geometrical curve as it does in English. Both meanings of parabola were drawn from the Greek word for “comparison”: parabolē.
词源词根演化:parabolē (“comparison”) —> parabola (n.) / parabolic (adj.)
parabolic的两个截然不同的意思可以追溯到Late Latin(后期拉丁语)与New Latin(近代拉丁语)的发展。Late Latin是大约3世纪到6世纪的书写语言。在那时,parable寓言对应的单词是parabola — 因此,寓言的,比喻的对应的单词也就是parabolic。New Latin指的是中世纪之后使用的拉丁语,尤其是用于科学描述与类别。在New Latin中,parabola用于命名抛物线这种几何曲线,英语单词的拼写与之相同。parabola的这两个含义都来自于希腊词汇parabolē,意思是“比较”。
parabola:抛物线;hyperbola:双曲线;ellipse:椭圆
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