1) Symmetry Aesthetics
对称性美
2) symmetry
[英]['sɪmətri] [美]['sɪmətrɪ]
n.对称(性);对称美;匀称
3) the beauty of symmetry
对称美
1.
Through combining the writer s mathematics teaching experience in senior school, the article shows students how to discover in mathematics the beauty of nature, the beauty of conciseness, the beauty of Integration, the beauty of symmetry, and the beauty of oddity so as to make students become interested in learning mathematics and enjoy the happiness in learning mathematics.
本文结合笔者自身在高中数学教学中的实践经验,积极引导学生从高中数学中发现数学的自然美,简洁美,统一美,对称美,奇异美,让学生享受数学所带来的快乐,从而乐于学数学。
4) symmetrical beauty
对称美
1.
It introduces aesthetic feature of Chinese traditional geomantic omen theory from symmetrical beauty、harmonious beauty、symbolic beauty and humanistic beauty,and illustrates specific expression and meaning of each aesthetic feature,which lays out aesthetic spice and creating spirit of ancient people.
从对称美、和谐美、象征美、人文美四方面介绍了中国传统风水理论中的美学特征,并对各个美学特征在实物中的具体体现以及象征意义作了说明,从而深刻展示中国古代劳动人民的审美情趣和创造精神。
2.
Symmetrical beauty is one of the most important parts of mathematical aesthetics, which widely exists in every branch of elementary mathematics and highermathematics.
对称美是数学美的重要组成部分,它普遍存在于初等数学和高等数学的各个分支。
3.
In this paper we study the symmetrical beauty of mathematics,and give its applications.
讨论了数学中的对称美,并给出若干应用。
6) symmetry
[英]['sɪmətri] [美]['sɪmətrɪ]
对称美
1.
An analysis of the symmetryin mathematical concepts of revolving object, rotating symmetric formulas and indefinite integral has been made.
对旋转体、轮换对称式、不定积分等数学观念中的对称美进行研究分析,并通过利用对称性记忆数学公式及利用对称性求解不定积分的两个实例,得出利用数学中的对称美,不仅有助于理解数学概念,记忆复杂繁锁的数学公式,而且还有助于解数学题的结论。
2.
This article is intended to make a rough comparison between the symmetry in English and that in Chinese by studying English idioms and Chinese idioms.
文章以英汉习语为研究对象对英汉两种语言内在的对称美做出粗略的比较,以展示这两种语言美的一个方面。
3.
Restricted by the law of the unity of opposites,the phonetics system of Putonghua reflects the beauty of symmetry everywhere.
普通话语音系统受对立统一规律的制约 ,处处体现出对称美。
补充资料：对称与非对称
反映客观事物在结构、功能、时空上的特殊联系的范畴。对称指事物以一定的中介进行某种变化时出现的不变性，非对称指事物以一定的中介进行某种变化时出现的可变性。在自然界中普遍存在，形式多样。对称有空间对称(包括形象对称和结构对称)、时间对称、概念对称等。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条